tag:blogger.com,1999:blog-66418449019937763092024-03-08T03:30:20.536-08:00 ECONOMIA Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.comBlogger15125tag:blogger.com,1999:blog-6641844901993776309.post-14030639422136839922013-01-15T07:56:00.000-08:002013-01-15T07:56:22.898-08:00LA FUERZA DE TRABAJO<iframe src="http://www.slideshare.net/slideshow/embed_code/16006189" width="476" height="400" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-86403325326647494632013-01-15T07:48:00.001-08:002013-01-15T07:48:36.518-08:00EL TRABAJO<iframe src="http://www.slideshare.net/slideshow/embed_code/16006079" width="476" height="400" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-20545469345685622642013-01-15T07:31:00.001-08:002013-01-15T07:31:09.959-08:00LA DEUDA <iframe src="http://www.slideshare.net/slideshow/embed_code/16005590" width="476" height="400" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-5977755490887221702013-01-13T16:13:00.000-08:002013-01-13T16:13:13.654-08:00esquema de competitividad <iframe src="http://www.slideshare.net/slideshow/embed_code/15977917" width="476" height="400" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-52617904888669922542013-01-11T05:21:00.001-08:002013-01-11T07:53:50.727-08:00la globalizacion <br />
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-SV" style="color: #00b050; font-family: "Adobe Garamond Pro Bold","serif"; font-size: 20.0pt; line-height: 115%;">OBJETIVOS DE GLOBALIZACIÓN </span></b></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 32.2pt; mso-add-space: auto; mso-list: l2 level1 lfo1; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span lang="ES-SV" style="color: #5f497a; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent4; mso-themeshade: 191;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: #073763;"><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">El principal objetivo de la globalización es
la libre movilidad del sistemas financiero capital producto y capital
comercial.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 32.2pt; mso-add-space: auto; mso-list: l2 level1 lfo1; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">El capital productivo esta está constituido por:
el dinero invertido en materia primas, bienes de capital (maquinaria, herramientas,
edificiosvehículo, terreno) ya mano de obra.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 32.2pt; mso-add-space: auto; tab-stops: 149.25pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Los bienes y servicios finales que se
comercializan a nivel mundial.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 32.2pt; mso-add-space: auto; tab-stops: 149.25pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">El dinero que se invierte en las principales
bolsa de valores del mundo.</span></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 32.2pt; mso-add-space: auto; tab-stops: 149.25pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">El dinero invertido en la mano de obra en los
países subdesarrollados.</span></span></div>
<div class="MsoNormal" style="tab-stops: 149.25pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-SV" style="color: #00b0f0; font-family: Stencil; font-size: 20.0pt; line-height: 115%;">Características de la globalización </span></b></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo2; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span lang="ES-SV" style="color: #7030a0; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> <span style="color: #073763;">
</span></span></span></span><span style="color: #073763;"><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Lo que se globaliza es el sector industrial,
comercial y servicios no el país.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Presentar distribución de los costos y el
incrementar la participación en el mercado.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Aumento de competencia.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Diversidad de nuevos producto y servicios. </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Mejoramiento continúo de precios.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Internacionalización de la producción.</span></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo2; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span></span><span lang="ES-SV" style="color: black; font-family: "Adobe Garamond Pro Bold","serif"; mso-themecolor: text1;"><span style="color: #073763;">Política de la desregulación aduanera</span>.</span></div>
<div class="MsoNormal" style="tab-stops: 149.25pt;">
<span lang="ES-SV" style="color: #ffc000; font-family: Stencil; font-size: 20.0pt; line-height: 115%;">Ventajas
de<span style="mso-spacerun: yes;"> </span>la<span style="mso-spacerun: yes;">
</span>globalización </span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level1 lfo3; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span lang="ES-SV" style="color: #00b0f0; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: #073763;"><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Apertura de mercados ,como la unión europea </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level1 lfo3; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Medios de comunicación ,especialmente el
internet </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level1 lfo3; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Crecimiento y funciones entre empresas </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level1 lfo3; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Privatización de empresas publicas</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level1 lfo3; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Económica y mercado globales </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level1 lfo3; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Acceso universal a la<span style="mso-spacerun: yes;"> </span>cultura y la ciencia </span></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level1 lfo3; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Mayor desarrollo científico -técnico</span></span></div>
<div class="MsoNormal" style="tab-stops: 149.25pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-SV" style="color: red; font-family: Stencil; font-size: 20.0pt; line-height: 115%;">DESVENTAJAS DE LA GLOBALIZACIÓN </span></b></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 68.2pt; mso-add-space: auto; mso-list: l3 level1 lfo4; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span lang="ES-SV" style="color: #632423; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: #073763;"><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Menos
sensibilidad a las necesidad del cliente </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 68.2pt; mso-add-space: auto; mso-list: l3 level1 lfo4; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Aumento
de riesgos de crear competitividad </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 68.2pt; mso-add-space: auto; mso-list: l3 level1 lfo4; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Posible
desaparición de la diversidad biológicas y cultural </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 68.2pt; mso-add-space: auto; mso-list: l3 level1 lfo4; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Mayores
desequilibrios económicos y concentración de la riqueza.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 68.2pt; mso-add-space: auto; mso-list: l3 level1 lfo4; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Mayor
flexibilidad labor </span></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 68.2pt; mso-add-space: auto; mso-list: l3 level1 lfo4; tab-stops: 149.25pt; text-indent: -18.0pt;">
<span style="color: #073763;"><span lang="ES-SV" style="font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">El
posible decaimiento de nacionalismo y surgimiento del internacionalismo </span></span></div>
<div class="MsoNormal" style="tab-stops: 149.25pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 149.25pt;">
<span lang="ES-SV" style="color: #00b050; font-family: Stencil; font-size: 20.0pt; line-height: 115%;">SEMEJANZAS
DE LA GLOBALIZACIÓN </span></div>
<div class="MsoNormal" style="tab-stops: 149.25pt; text-align: justify;">
<span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Las realidades
latinoamericanas y europeas a la luz de lo que hemos escuchado en estos días de
los especialistas del viejo contienen como reflexión la existencia de semejanzas.</span></div>
<div class="MsoNormal" style="tab-stops: 149.25pt; text-align: justify;">
<span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Ellos se
reflejan en las siguientes semejanzas:</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo5; tab-stops: 149.25pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif"; mso-bidi-font-family: "Adobe Garamond Pro Bold"; mso-fareast-font-family: "Adobe Garamond Pro Bold";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Proceso
de cambios en forma de<span style="mso-spacerun: yes;"> </span>relaciones
laborales </span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo5; tab-stops: 149.25pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif"; mso-bidi-font-family: "Adobe Garamond Pro Bold"; mso-fareast-font-family: "Adobe Garamond Pro Bold";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Proceso
de transformación de los sistemas de seguridad </span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo5; tab-stops: 149.25pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif"; mso-bidi-font-family: "Adobe Garamond Pro Bold"; mso-fareast-font-family: "Adobe Garamond Pro Bold";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Proceso
del<span style="mso-spacerun: yes;"> </span>integración regional ,con la
finalidad regional , con la diferencia en que América latina se encuentra aún
en etapas embrionarias frente a la<span style="mso-spacerun: yes;"> </span>unión
Europa</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo5; tab-stops: 149.25pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif"; mso-bidi-font-family: "Adobe Garamond Pro Bold"; mso-fareast-font-family: "Adobe Garamond Pro Bold";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Existencia
de grupo<span style="mso-spacerun: yes;"> </span>vinculado :mujeres jóvenes y
desocupados mayores</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo5; tab-stops: 149.25pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif"; mso-bidi-font-family: "Adobe Garamond Pro Bold"; mso-fareast-font-family: "Adobe Garamond Pro Bold";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-SV" style="font-family: "Adobe Garamond Pro Bold","serif";">Proceso
migratorios dentro de los continentes, destacándose en América Latina como el
Cono Sur y la Región Andina.</span></div>
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<a href="http://es.wikipedia.org/wiki/Globalizaci%C3%B3n" target="_blank">clic para mas informacion </a></div>
Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-36176687910442894372013-01-11T04:51:00.004-08:002013-01-11T07:40:17.945-08:00circulacion <br />
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<img alt="" 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" /><br />
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" /><br />
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" 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" 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" /><br />
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" 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<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
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<br />
<h2 align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: red;"><span lang="ES-EC" style="font-size: 28pt; line-height: 115%;"><span style="font-size: large;">LA MERCANCIA Y SUS VALORES</span> </span></span></span></h2>
<div class="MsoNormal">
<span style="font-family: Times,"Times New Roman",serif;"><span style="color: #cc0000;"><span lang="ES-EC" style="font-size: 20pt; line-height: 115%;">¿Qué</span><span lang="ES-EC" style="font-size: 20.0pt; line-height: 115%;"> es una mercancía?</span></span></span></div>
<div class="MsoNormal">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Es
un elemento que cumple dos objetivos </span></span></div>
<span style="color: blue; font-size: small;"></span><span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">1-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ES-EC" style="line-height: 115%;">Satisfacer las necesidades
de las personas </span></span><span style="color: blue; font-size: small;"></span><span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;"> </span></span><br />
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">2-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ES-EC" style="line-height: 115%;">Producir con destino a la
venta o al cambio y no para consumo propio. Cuando un elemento es producido
para consumo propio se lo denomina producto.</span></span><span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="margin-left: 18pt; text-align: center;">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">FACTORES DE UNA MERCANCIA</span></b></span></div>
<span style="color: red; font-size: small;">
</span><br />
<ul>
<li><span style="color: red; font-size: small;"><span lang="ES-EC" style="font-family: Wingdings; line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><b><span style="color: black;"><span lang="ES-EC" style="line-height: 115%;">VALOR DE USO</span></span></b></span></li>
</ul>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal" style="margin-left: 18pt;">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Es la propiedad que tiene una
mercancía para satisfacer necesidades de
primera necesidad: EJEMPLOS </span></span></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;"> leche, pantalones,
medicina </span></span></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;"> OBJETO DE LUJO. </span></span></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">
Vehículo, anillo, diamante</span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<ul>
<li><span style="font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">VALOR DE CAMBIO</span></b></span></li>
</ul>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal" style="margin-left: 18pt;">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Está determinada por el precio
equivalente en un valor de la mercancía</span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="margin-left: 18pt; text-align: center;">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">PROPIEDAD DE LA MERCANCIA</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<ul>
<li><span style="color: blue; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;"><span style="color: black;">TRABAJO</span>: </span></b><span lang="ES-EC" style="line-height: 115%;">escases rara vez</span></span></li>
</ul>
<span style="color: blue; font-size: small;">
</span><br />
<ul>
<li><span style="color: blue; font-size: small;"><span style="color: black;"><b><span lang="ES-EC" style="line-height: 115%;">UTILIDAD</span></b></span><span lang="ES-EC" style="line-height: 115%;">: capacidad para ser objeto de oferta y demanda</span></span></li>
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<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal" style="margin-left: 36pt;">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Determina en cierta medida el valor
de cambio de una mercancía.</span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal" style="margin-left: 36pt;">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">El valor de cambio se presenta
cuantitativamente los valores de uso se intercambian por valor de otra clase</span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal" style="margin-left: 36pt;">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">COMPONENTES
ACTUALES QUE INFLUYEN EN EL VALOR DE LAS MERCANCIAS</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<ul>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Trabajo manual</span></span></li>
</ul>
<span style="color: blue; font-size: small;">
</span><br />
<ul>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="font-family: Wingdings; line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ES-EC" style="line-height: 115%;">Complejidad tecnológica</span></span></li>
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<span style="color: blue; font-size: small;">
</span><br />
<ul>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Exclusividad</span></span></li>
</ul>
<span style="color: blue; font-size: small;">
</span><br />
<ul>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="font-family: Wingdings; line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ES-EC" style="line-height: 115%;">Calidad total</span></span></li>
</ul>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">TIPOS DE
MERCANCIA PRODUCIDAS Y CICLOS DE MERCADO</span></b></span></div>
<span style="color: red; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">MERCANCIA:</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Socialmente
no finitas </span></span><br />
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">de producción corriente: trigo para sembrar </span></span><br />
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;"> Inversivas: tractor </span></span></div>
<div class="MsoNormal">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">destino
al consumo: harina para hacer pan </span></span><br />
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;"> socialmente finitas adquiridas para consumo: PAN </span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">EL TRABAJO
EN LA PRODUCCION DE MERCANCIA</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Es
conocido el hecho, si no se aplica el trabajo no se puede producir mercancía.
El trabajo es la actividad, fundamental para transformar los objetos.</span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">TIEMPO DE
TRABAJO SOCIALMENTE NECESARIO</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Tiempo
que se requiere para producir un valor de uso en condiciones normales de
producción establecidas en una sociedad y con el grado social.</span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="font-size: small;"><br /></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<h3 class="MsoNormal">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">CLASES DE TRABAJO</span></b></span></h3>
<span style="color: blue; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">1-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></b><b><span lang="ES-EC" style="line-height: 115%;"><span style="color: black;">TRABAJO SIMPLE</span>:</span></b><span lang="ES-EC" style="line-height: 115%;"> No demanda de una
especial preparación, es un trabajo que se necesita de habilidad elemental <b>EJEMPLO: </b>Plomero, Albañil</span></span><span style="color: blue; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;"> </span></b></span><br />
<span style="color: blue; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">2-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> <span style="color: black;">
</span></span></span></b><b><span lang="ES-EC" style="line-height: 115%;"><span style="color: black;">TRABAJO COMPLEJO</span>: </span></b><span lang="ES-EC" style="line-height: 115%;">Necesita una preparación
especial de un profundo conocimiento ya que es sumamente calificado para
desempeñar su función de trabajo. </span></span><span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;"> </span></span><br />
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;"> En
la época actual el trabajo debe ser un espacio formativo que constituya la
competitividad como también la mejora en calidad de empleo.</span></span><br />
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">EJEMPLO DEL TRABAJO COMPLEJO</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<ul>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Escritor</span><span lang="ES-EC" style="font-family: Wingdings; line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></li>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="font-family: Wingdings; line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ES-EC" style="line-height: 115%;">Veterinario</span></span></li>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="font-family: Wingdings; line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ES-EC" style="line-height: 115%;">Profesor</span></span></li>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="font-family: Wingdings; line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ES-EC" style="line-height: 115%;">Pianista</span></span></li>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="font-family: Wingdings; line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ES-EC" style="line-height: 115%;">Ingeniería automotriz</span></span></li>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="font-family: Wingdings; line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ES-EC" style="line-height: 115%;">Cirujano plástico</span></span></li>
</ul>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">TRABAJO ABSTRACTO</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Es
el trabajo en general donde los seres sociales laboran en conjunto en él ya sea
el desgasto neumoral, muscular, nervioso y de los sentidos de los trabajos.</span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">EL TRABAJO ABSTRACTO HACE A LAS
MERCANCIAS</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<ul>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Comparables</span></span></li>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Intercambiables </span></span></li>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Concretizadas en el tiempo
transcurrido</span></span></li>
</ul>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">El DINERO DE
TRANSFORMACION DEL CAPITAL</span></b></span></div>
<span style="color: red; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">EL DINERO</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">Se
entiende por dinero a todo elemento que integrantes de una sociedad están
dispuestos a consumir medida de pago de bienes servicios y deudas.</span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">El VALOR DEL
DINERO</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">El
valor real del dinero está determinado por su poder su poder administrativo
que su vez depende del nivel general a
los precios. La teoría cuantitativa del dinero
manifiesta que los precios se determinan por volumen del dinero en
circulación.</span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">EL CAPITAL</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">El capital es la cantidad de bienes
de valores y recursos disponibles encaminados a efectuar una actividad
establecida o satisfacer una necesidad hasta lograr una ganancia particular o
beneficio económico. </span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">EL CAPITAL SE PUEDE FORTALECER CON EL
DINERO</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal">
<span style="color: blue; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">Para realizar una operación comercial
hay dos vías</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<ul>
<li><span style="color: blue; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span lang="ES-EC" style="line-height: 115%;"><span style="color: black;">MDM</span> </span></b><span lang="ES-EC" style="line-height: 115%;">la vía
mercancía-dinero-mercancía en la cual se vende un mercancía para adquirir otra
mercancía pero los dos son de igual valor</span></span></li>
</ul>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<span style="color: #0b5394;"><span style="font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">M=M</span></b></span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<ul>
<li><span style="color: blue; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;"><span style="color: black;">DMD</span> </span></b><span lang="ES-EC" style="line-height: 115%;">la vía de
dinero-mercancía-dinero. La persona o las personas pueden comprar una mercancía
con e objetivo de vender y obtener ganancia</span></span></li>
</ul>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal" style="margin-left: 18pt;">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">El dinero si solo es capital apareció
antes del modo de producción capitalista en la fase de circulación mercantil.
La relación tripartita D-M-D establece lo que puede ocurrir cuando se vende
determinando elemento para la compra de otro. Este es el verdadero objeto del
cambio</span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="margin-left: 18pt; text-align: center;">
<span style="color: #0b5394; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">M1=M2 DINERO NO
GENERA</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal" style="margin-left: 18pt;">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">La fórmula DMD’ determina que se
compre un elemento para posteriormente ser vendido de ahí que su fin inmediato
es obtener una ganancia por lo tanto el dinero final (D’) es mayor que el
dinero inicial (D)</span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="margin-left: 18pt; text-align: center;">
<span style="color: #0b5394; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">D<D’
D’-D=GANANCIA</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="margin-left: 18pt; text-align: center;">
<span style="font-size: small;"><br /></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="margin-left: 18pt; text-align: center;">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">CONVERSIÓN DEL DINERO EN CAPITAL</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="MsoNormal" style="margin-left: 18pt;">
<span style="color: blue; font-size: small;"><span lang="ES-EC" style="line-height: 115%;">El dinero que se transforma en
capital es el de la formula D-M-D porque se presenta una conversación de dinero
en mercancía y reconversión de mercancía en dinero.</span></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="margin-left: 18pt; text-align: center;">
<span style="color: red; font-size: small;"><b><span lang="ES-EC" style="line-height: 115%;">TODO NUEVO CAPITAL</span></b></span></div>
<span style="color: blue; font-size: small;">
</span><br />
<ul>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="font-family: Symbol; line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ES-EC" style="line-height: 115%;">Mercado </span></span></li>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="font-family: Symbol; line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"></span></span><span lang="ES-EC" style="line-height: 115%;">Trabajo</span></span></li>
<li><span style="color: blue; font-size: small;"><span lang="ES-EC" style="font-family: Symbol; line-height: 115%;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"></span></span><span lang="ES-EC" style="line-height: 115%;">Dinero a través de-- Procesos --se convierte en capital</span></span></li>
</ul>
<span style="color: blue; font-size: small;">
</span><br />
<div align="center" class="MsoNormal" style="margin-left: 36.0pt; text-align: center;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-83074120681748278072012-12-05T06:49:00.002-08:002012-12-05T06:49:23.486-08:00<br />
<h2 style="clear: right; color: #990000; float: right; font-family: Times,"Times New Roman",serif; margin-bottom: 1em; margin-left: 1em; text-align: left;">
<span style="font-size: large;"><b> </b></span><img alt="" class="rg_hi uh_hi" data-height="225" data-width="225" height="225" id="rg_hi" 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" style="height: 225px; width: 225px;" width="225" /></h2>
<br />
<h2 style="color: #990000; font-family: Times,"Times New Roman",serif; text-align: left;">
<span style="font-size: large;"><b>MODO DE PRODUCCION PRIMITIVA: </b></span></h2>
<div style="font-family: Times,"Times New Roman",serif; text-align: left;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif; text-align: left;">
Se
caracteriza por ser el grupo que comparte un territorio y sus objetivos
y se distingue distintos tipos de organización social los cuales son:</div>
<div style="font-family: Times,"Times New Roman",serif; text-align: left;">
<span style="color: #cc0000; font-size: small;"><b>La Horda:</b>
</span> <span style="color: blue;">es la forma más simple de la sociedad, no se distingue relación de
paternidad, filiación ni descendencia, existe un macho dominante con
unas o más hembras con sus crías, se caracterizan por ser nómadas de
números reducidos de 30 a 40 individuos y se dedican a la recolección.</span></div>
<div style="font-family: Times,"Times New Roman",serif; text-align: left;">
<b style="color: #cc0000;">El Clan o Gens:</b><span style="color: blue;"> tiene descendencia, elige a su pareja fuera del grupo y se caracterizan por ser unidos como una gran familia.</span></div>
<div style="font-family: Times,"Times New Roman",serif; text-align: left;">
<b><span style="color: #cc0000;">La Tribu</span>:</b>
<span style="color: blue;">se forma con la unión de varios subgrupos, poseen un territorio
determinado, poseen homogeneidad cultural y existe un lenguaje definido,
tiene una organización política determinada. Cuando las tribus
comienzan a unirse forman los pueblos y esos vienen a ser los
antecedentes culturales de estados y naciones actuales.</span></div>
<ul style="color: blue; font-family: Times,"Times New Roman",serif; text-align: left;">
<li value="1"> Su
forma de vida es nómada ya que los hombres no contaban con los
conocimientos e instrumentos para trabajar la tierra y obtener alimentos
para subsistir.</li>
<li value="2"> Su alimentación consistía en
vegetales frutos y raíces y sus primero instrumentos fueron
rudimentarios o tosco como la piedra y el palo.</li>
<li value="3"> La
comunidad era unida ya que la mayor parte de los medios de producción y
la tierra eran propiedad colectiva los instrumentos de trabajo eran la
base de las relaciones de producción ; en este régimen el trabajo no
creaba mayores excedentes por ser poco productivo es decir únicamente
daba lo necesario para subsistir ; las actividades de hecho se apoyaban
en la base del cooperativismo y el trabajo se realizaba entre varios
hombres y los alimentos se repartían en parte proporcionales entre los
integrantes de la comunidad.</li>
<li value="4"> Con el
descubrimiento del fuego comienza a dominar la naturaleza y ampliar su
alimentación ya que empieza a ingerir alimentos cocidos y elaboran
nuevos instrumentos de trabajo como son el arco, la flecha, lanza que
inician una nueva época en el desarrollo de la fuerza productiva.</li>
<li value="5"> Surge
la primera división del trabajo conocida como la división natural la
cual consiste en que el hombre se dedica a la caza y a la pesca y la
mujer a la recolección y elaboración de los alimentos.</li>
<li value="6"> Surge
la segunda división del trabajo representada por la agricultura y la
ganadería la cual constituye un paso muy importante en el desarrollo de
la fuerza productiva y logar el arraigo del hombre a la tierra
trasformado de nómada en sedentario con ellos comienzan a formarse los
primeros pueblos y culturas.</li>
<li value="7"> Surge el trueque
ya que con el descubrimientos del fuego y la fundición de los metales y
el invento del tejido se comienzan a fabricar adornos, ropa y armas, las
tribus ganaderas y agrícolas intercambia esto por el excedentes de su
producto.</li>
</ul>
<div style="color: blue; font-family: Times,"Times New Roman",serif; text-align: left;">
El desarrollo de la fuerza productiva llega a
tal grado que entra en contradicción con las relaciones de producción
dominantes en la comunidad primitiva, cuya base es el trabajo y la
propiedad colectiva de los medios de producción. Cuando el hombre se da
cuenta de que organizando y trabajando duro puede lograr un mayor
excedente económico, empieza a abstenerse de repartir, entre los demos
miembros de la comunidad, ocasionando con ello el surgimiento de la
propiedad privada sobre los medios de producción; con ello aparece la
hacienda individual y privada que se convierte en la principal unidad
económica.</div>
<h2 style="color: red; font-family: Times,"Times New Roman",serif; text-align: left;">
<b>MODO DE PRODUCCION ESCLAVISTA:</b></h2>
<ul style="color: blue; font-family: Times,"Times New Roman",serif; text-align: left;">
<li value="1"> El
modo de producción esclavista es la primera forma de explotación del
hombre por el hombre en la historia de la humanidad, la esclavitud va
surgiendo con las conquistas a otros pueblos, su sometimiento y saqueo
consecuentemente en donde el botín más importante es la fuerza de
trabajo. </li>
<li value="2"> La sociedad se polariza en esclavista y esclavos el constituían una mercancía mas para la venta. </li>
<li value="3"> Nace el estado como mecanismo de represión para los esclavos.</li>
<li value="4"> Al
tiempo que nace el estado, nace el desarrollo o sistemas de normas y
prescripciones jurídicas, en las que se recogía la voluntad de la clase
dominante, se dice que el régimen esclavista fue un periodo necesario
para el impulso de la humanidad, pero que decayó porque la elevada
producción fue disminuyendo.</li>
<li value="5"> Los esclavos
tenían mayores intereses en hacer un trabajo eficaz y además porque
mucho de ellos iniciaron una serie de sublevaciones cada vez mas
difíciles de contener.</li>
<li value="6"> Se crea la primera unidad de medida representado por la sal.</li>
<li value="7"> Finalmente
los mercaderes que representaban los intermediarios entre consumidor y
los oferentes o productores dan paso al comercio exterior.</li>
<li value="8"> Se
crea los esclavos libertos porque muchos de ellos iniciaron una serie
de sublevaciones cada vez más difíciles de contener, este titulo,
otorgado por los esclavistas daba una serie de beneficios a ciertos
grupos de esclavos, entre ellos ancianos, niños y enfermos ya que eran
poco productivo.</li>
</ul>
<div style="color: #3d85c6; font-family: Times,"Times New Roman",serif; text-align: left;">
<span style="color: blue;">Al pasar el tiempo los propietarios
de tierras cedieron parcelas a los esclavos libertos y hombres libres,
bajo una serie de condiciones como la entrega de tributos al jefe. Una
de las cosas que marco' el cambio fue que los que tenían una parcela se
vinculaban a la tierra, de tal modo que si se les vendía, era con todo y
su fuente de producción, no eran esclavos, aquí daba la historia un
paso hacia el feudalismo</span>.</div>
<h2 style="color: #990000; font-family: Times,"Times New Roman",serif; text-align: left;">
<b>MODO DE PRODUCCION FEUDAL:</b></h2>
<ul style="color: blue; font-family: Times,"Times New Roman",serif; text-align: left;">
<li value="1"> A
raíz de la caída del imperio romano los esclavos adquirieron su
libertad y comienzan a trabajar los terrenos surgiendo así los
campesinos o siervos que se agrupaban en torno a un señor feudal, ya que
este le brindaba protección a cambio de su trabajo. Cada señor feudal
poseía grande cantidades de terreno.</li>
<li value="2"> <b>La
economía tenía carácter natural en lo fundamental y básico, es decir los
productos del trabajo se destinaban en su masa principalmente al
consumo personal y no al cambio. Sin embargo, una parte de la producción
era destinada al señor feudal.</b></li>
<li value="3"> <b>Se da
el desarrollo de tres clase sociales: los campesinos o sirvos, los
artesanos, los señores feudales o terrateniente y la monarquía o reyes.</b></li>
<li value="4"> Surge
la iglesia que como factor dominante, convertida en protectora de la
estructura social, Su doctrina basada en la indulgencia (aseguraban el
cielo para aquellos que dieran jugosas limosnas) la iglesia le entregaba
a los terratenientes cierto documento que dijera que sus pecadores eran
perdonados a cambio de cierta cantidad de tierra, de esta manera la
iglesia se enriquecía cada vez mas y estaba al mismo nivel social que
los terratenientes. </li>
<li value="5"> <b>El comercio exterior
se vuelve más amplio a raíz del descubrimiento de América. la apertura
de la ruta marítima hacia este nuevo mundo y la India, la producción
mercantil va incrementándose y se moderniza cada vez mas el aparato
productivo. además se debe mencionar algunos inventos como la rueda
hidráulica, la brújula, la pólvora, el papel, la imprenta, el barco de
vela y los conocimientos aportados por Copernico y Galileo someten al
feudalismo.</b></li>
<li value="6"> <b>Florece la cultura, el arte y la educación.</b></li>
</ul>
<div style="color: blue; font-family: Times,"Times New Roman",serif; text-align: left;">
En
este marco de actividades que desenvuelve el feudalismo se encuentra la
semilla del capitalismo y aun cuando pueda encontrar avances
importantes en el ámbito cultural la misma organización social es
apreciada lo que impide el desarrollo que la industria requiere. </div>
<h2 style="font-family: Times,"Times New Roman",serif; text-align: left;">
<b><span style="color: #cc0000;">MODO DE PRODUCCION CAPITALISTA</span>:</b></h2>
<ul style="color: blue; font-family: Times,"Times New Roman",serif; text-align: left;">
<li value="1"> Las
grandes travesías y expediciones de los siglos XV y XVI reforzaron las
tendencias del intercambio y fomentaron el comercio, ya que se creo un
enorme circuito comercial que abarco a casi todo el globo terrestre.
Además el descubrimiento del Nuevo Mundo y la entrada en Europa de
enormes cantidades de metales preciosos provenientes de aquellas tierras
produjeron un trastocamiento de las relaciones feudales puesto que el
orden económico resultante de estos acontecimientos fue un sistema en el
que predominaba lo comercial o mercantil, es decir, cuyo objetivo
principal consistía en intercambiar bienes.</li>
<li value="2"> La
primera Revolución Industrial tuvo lugar en Reino Unido a finales del
siglo XVIII; supuso una profunda transformación en la economía y
sociedad británicas. Los cambios más inmediatos se produjeron en los
procesos de producción: qué, cómo y dónde se producía. El trabajo se
trasladó de la fabricación de productos primarios a la de bienes
manufacturados y servicios.</li>
<li value="3"> En parte, el
crecimiento de la productividad se produjo por la aplicación sistemática
de nuevos conocimientos tecnológicos a partir del uso masivo de la
máquina a vapor, la mayor explotación de la mano de obra asalariada y
gracias a una mayor experiencia productiva, que también favoreció la
creación de grandes empresas en unas áreas geográficas reducidas.</li>
<li value="4"> Los
individuos propietarios de los medios de producción en los que
invertían capital propio se denominaron empresarios o capitalistas o lo
que es lo mismo, la burguesía industrial, que no era otra que la
heredera de aquella que había iniciado el proceso de disgregación del
Sistema Feudal. Pero también aquellos expulsados del campo en virtud del
proceso de cercamiento pasaron a desempeñarse como mano de obra para la
industria a cambio del pago de un salario. Cambiando, por ende, la
especialidad de mano de obra de las nuevas Fuerzas Productivas, lo que
significa la aparición de otra nueva clase social denominada clase
obrera o proletario.</li>
<li value="5"> A fines del siglo XVIII y
comienzos del siglo XIX acompañado de incendios de fábricas y la
destrucción de máquinas surgieron las primeras luchas de obreros
surgieron las primeras organizaciones de trabajadores llamadas Trade
Unions o sea sindicatos, estos sufrieron serios descalabros y
persecuciones por parte del gobierno.</li>
<li value="6"> Se
generan varios tipos de capitalismo como son: el primitivo que no abarca
a toda la sociedad sino de casos aislados en lo que este precinte los
elementos principales de toda empresa capitalista, el capitalismo
mercantilista que surge en la edad media hasta el final del siglo XVIII,
el capitalismo intacto que es producto de la revolución industrial y el
capitalismo contemporáneo que implica los siguientes elementos:</li>
</ul>
<div itemprop="text" style="font-family: Times,"Times New Roman",serif;">
<li style="color: blue; text-align: left;" value="1"> libre competencia y juicio personal de la eficiencia.</li>
<li style="color: blue; text-align: left;" value="2"> Libertad de contrato e igualdad de oportunidades.</li>
<li style="color: blue; text-align: left;" value="3"> Comercialización y transferibilidad de toda propiedad.</li>
<li style="color: blue; text-align: left;" value="4"> La certeza de la operación de la sanción legal.</li>
<div style="color: blue; text-align: left;">
La
nueva relación de trabajo entre el capitalista y el proletariado donde
el primero es dueño de los grandes capitales y de los medios de
producción y el segundo que no cuenta con eso tiene que vender su fuerza
de trabajo por lo cual se evidencia un enriquecimiento del capitalista y
un empobrecimiento de la mano trabajadora o el proletariado, que da
inicio a la formación del modo de producción socialista el cual se basa
en la doctrina marxista</div>
<h2 style="color: #990000; text-align: left;">
<b>MODO DE PRODUCCION SOCIALISTA:</b></h2>
<ul style="color: blue; text-align: left;">
<li value="1"> El
socialismo fue un ideal de sociedad justa e igualitaria que debía
importarse en un mundo que sustituyera al capitalismo, comunidad libre,
trabajo común, el producto se debe repartir equitativamente en relación
de armonía y no de dominación. No debe existir clase social,
cooperativas en la educación y fuerza moral el principal moderador de
esta comunidad socialista es Carlos Marx y Federico Engels.</li>
<li value="2"> Los
sistemas sociales contemporáneos trataron de cambiar el ambiente
necesario para que se mejore la calidad de vida de la sociedad.</li>
<li value="3"> Algunos
teóricos del socialismo, consideran que hay una ley de de desarrollo
planificado lo cual solo es factible que hace un régimen de economía
centralizada, ya que exige que todas las normas de la economía se
sometan a una dirección única y estructurada por el estado.</li>
<li value="4"> La
ley de desarrollo planificado esta' concebida sobre las bases de la
proporcionalidad en la producción y distribución, tanto de los bienes de
consumo popular como de los medios de producción y de la mano de obra y
de las distintas ramas de la economía para establecer las proporciones
que deberá guardase en la economía nacional.</li>
<li value="5"> El
modo de producción socialista propugnan una distribución mas justa de
las riquezas y condenan la propiedad privada de los medios de producción
y de cambio, la base del socialismo se encuentra en la denuncia de las
desigualdades sociales.</li>
<li value="6"> Una de las
características mas importante de este modo de producción era la
plusvalía que los defensores de esta doctrina decía que le tenia que
pertenecer a los obreros mas no al empresario o capitalista, o sea <b> </b>una
vez comprado la fuerza de trabajo, el poseedor de dinero tiene el
derecho de consumirla, es decir, de obligarla a trabajarla durante un
día entero, supongamos que durante doce horas. Pero el obrero crea en
seis horas (tiempo de trabajo "necesario") un producto que basta para su
mantenimiento, durante las seis horas restante (tiempo de trabajo
"suplementario") engendra un "plusproducto" no retribuido por el
capitalista, que es la plusvalía<b>.</b> </li>
<li value="7"> El socialismo es visto por Marx como una etapa entre el capitalismo y el comunismo.</li>
</ul>
<div style="color: blue; text-align: left;">
<b>2) Explique por medio de un ejemplo los elementos del proceso de trabajo.</b></div>
<li style="color: blue; text-align: left;" value="1"> <b>Los elementos del proceso del trabajo: </b>Para elaborar el pan</li>
<ul style="color: blue; text-align: left;">
<li value="1"> El objeto sobre el cual trabaja</li>
<li value="2"> Materia bruta: el trigo que espera ser recolectado y procesado.</li>
<li value="3"> Materia prima: la harina de trigo</li>
<li value="4"> Materias
primas auxiliares: la electricidad para que puedan funcionar los hornos
y demás maquinas para la elaboración de la masa, el huevo, leche, agua,
levadura, sal etc.</li>
</ul>
<li style="color: blue; text-align: left;" value="2"> <b>Los medios con lo que se trabaja:</b></li>
<ul style="color: blue; text-align: left;"><ul>
<li value="1"> Los medios de trabajo en sentido estricto: rodillo, cuchillo, maquinas batidora de la masa.</li>
<li value="2"> Medio en sentido amplio: son los talleres , locales , terrenos</li>
<li value="3"> Los medios de producción: trigo.</li>
</ul>
</ul>
<li style="color: blue; text-align: left;" value="3"> <b>La actividad humana utilizada en el trabajo:</b></li>
<ul style="color: blue; text-align: left;"><ul>
<li value="1"> El
trabajo: hora, tiempo empleado en la elaboración del pan. Un panadero
dedica 12 horas diarias para obtener un cantidad determinada de pan y
para realizar este trabajo gasta una cierta cantidad de energía humana
que vendría ser la fuerza humana por lo tanto la energía humana o fuerza
de trabajo se diferencia radicalmente del trabajo realizado , que no es
sino el rendimiento de esta fuerza de trabajo; la fatiga después de una
jornada de trabajo no es sino la expresión física de este gasto de
energía producto de la actividad humana desarrollada durante el proceso
de trabajo.</li>
</ul>
</ul>
<li style="color: blue; text-align: left;" value="4"> <b>El producto:</b></li>
<ul style="color: blue; text-align: left;"><ul>
<li value="1"> El delicioso pan.<br />
<h2 style="color: red;">
<span style="font-size: large;"><span class="mw-headline" id="Modo_de_producci.C3.B3n_asi.C3.A1tica">Modo de producción asiática</span></span></h2>
El concepto de <i>despotismo oriental</i> ya había sido expuesto por <a href="http://es.wikipedia.org/wiki/Karl_Marx" title="Karl Marx">Karl Marx</a> en su cuaderno <i>Formaciones económicas precapitalistas</i>
(1858), "resultado de 15 años de investigaciones", en el cual establece
las formas históricas diversas mediante las cuales, la propiedad
comunal original humana, en la cual no hay propiedad privada de la
tierra, pasó hasta la propiedad privada del suelo y finalmente hasta la
separación entre el productor y la tierra, distinguiendo de la forma <i>antigua</i> romana y de la <i>germánica</i>, una <i>forma asiática</i> original.<br />
Para el autor la comunidad misma representa la primera gran fuerza
productiva. Las condiciones objetivas impusieron la unidad de las
comunidades para empresas comunes como las canalizaciones de agua, las
vías de comunicación e intercambio o la guerra para asegurar un
territorio para la subsistencia. Esta unidad en la medida que se
perpetuó y se hizo indispensable, apareció distinta y por encima de las
muchas comunidades, convirtiéndose como tal en el verdadero propietario
de todo. La unidad suprema terminó encarnada en el <i>déspota</i> (<a href="http://es.wikipedia.org/wiki/Fara%C3%B3n" title="Faraón">Faraón</a>, <a href="http://es.wikipedia.org/wiki/Emperador" title="Emperador">Emperador</a>, <a href="http://es.wikipedia.org/wiki/Zar" title="Zar">Zar</a>, <a href="http://es.wikipedia.org/wiki/Inca" title="Inca">Inca</a>, <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Rey" title="Rey">Rey</a>, <a href="http://es.wikipedia.org/wiki/Tlatoani" title="Tlatoani">tlatoani</a>), gran padre de numerosas comunidades, al que se liga de una u otra manera a la <a href="http://es.wikipedia.org/wiki/Divinidad" title="Divinidad">divinidad</a>.
Entonces la unidad suprema sistematiza la apropiación del plusproducto,
que toma la forma de tributo o de trabajos colectivos para el déspota y
la élite.<br />
Este sistema llegó a su "perfección" y expansión instaurado por <i>centros soberanos</i> tras sucesivas guerras y conquistas, tanto en Asia, como en el <a href="http://es.wikipedia.org/wiki/Antiguo_Egipto" title="Antiguo Egipto">antiguo Egipto</a>, <a href="http://es.wikipedia.org/wiki/M%C3%A9xico" title="México">México</a> o <a href="http://es.wikipedia.org/wiki/Per%C3%BA" title="Perú">Perú</a>. John V. Murra (1955) estudio <i>la organización económica del estado Inca</i>,
como un caso desarrollado y eficiente de despotismo comunal, anotando
no solamente la relación con las formas asiáticas, sino con las
economías y estructuras de poder africanas <a href="http://es.wikipedia.org/wiki/Ashanti" title="Ashanti">ashanti</a>, <a href="http://es.wikipedia.org/wiki/Ruanda" title="Ruanda">ruanda</a>, <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Dahomey" title="Dahomey">dahomey</a> o <a href="http://es.wikipedia.org/wiki/Yoruba" title="Yoruba">yoruba</a> y aun con las <a href="http://es.wikipedia.org/wiki/Haw%C3%A1i" title="Hawái">hawaianas</a>. Destaca por ejemplo el descubrimiento del parecido entre la <i>dopkwe</i> dahomeiana y la <i>mita</i> incaica (aprovechada luego por los conquistadores españoles).<br />
<a href="http://es.wikipedia.org/wiki/Maurice_Godelier" title="Maurice Godelier">Maurice Godelier</a> (1966), Jean Chesneaux (1969) y <a href="http://es.wikipedia.org/wiki/Roger_Bartra" title="Roger Bartra">Roger Bartra</a>, se han encargado de sistematizar los estudios de caso y la teoría al respecto, dentro del concepto de <i>modo de producción asiático</i>, que para universalizar algunos han llamado <i>despotismo comunal</i>. Hermes Tovar (1974) a partir del estudio de la sociedad <a href="http://es.wikipedia.org/wiki/Muiscas" title="Muiscas">Muisca</a> desarrolló para determinadas formaciones sociales <a href="http://es.wikipedia.org/wiki/Amerindio" title="Amerindio">indígenas americanas</a> el concepto de <i>modo de producción precolombino</i>.<br />
Sistematizadamente, este sistema económico, contemporáneo del <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Esclavismo" title="Esclavismo">esclavismo</a>
europeo, consistía en que un pueblo tenía que entregar un pago o
tributo a su soberano o a un pueblo conquistador, tributo que era
comúnmente bienes agrícolas, y en algunos casos menos comunes,
materiales de construcción.<br />
El trabajo y la responsabilidad eran colectivos. El laboreo se hacía
en tierras comunales, ya que la comunidad como un todo era la que
entregaba el tributo.<br />
es to se convierte en los pasos delos tiempos lo que los hombres aprendieran a satisfacer sus necesidades.<br />
</li>
</ul>
</ul>
</div>
Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-22703157175704204292012-11-09T09:12:00.001-08:002012-11-09T09:12:11.332-08:00<h1 style="color: red; text-align: center;">
<span style="font-size: x-large;">LA MANO INVISIBLE</span></h1>
<div align="justify">
<span class="haupttext"> <span style="color: blue;">Adam Smith otorgó al </span><a href="http://www.economia48.com/spa/d/mercado/mercado.htm" style="color: blue;">mercado</a><span style="color: blue;"> un </span><a href="http://www.economia48.com/spa/d/papel/papel.htm" style="color: blue;">papel</a><span style="color: blue;"> fundamental. Toda su filosofía económica refleja una confianza absoluta en las </span><a href="http://www.economia48.com/spa/d/capacidad/capacidad.htm" style="color: blue;">capacidad</a><span style="color: blue;">es Al </span><a href="http://www.economia48.com/spa/d/mercado/mercado.htm" style="color: blue;">mercado</a><span style="color: blue;"> para armonizar, en todo momento y lugar, la vida de los hombres, sus esfuerzos y sus </span><a href="http://www.economia48.com/spa/d/necesidad/necesidad.htm" style="color: blue;">necesidad</a><span style="color: blue;">es. Como los fisiócratas, Adam Smith fue firme partidario del "iaisser-faire". Para él, es preciso dejar actuar la "</span><a href="http://www.economia48.com/spa/d/mano-invisible/mano-invisible.htm" style="color: blue;">mano invisible</a><span style="color: blue;">": </span><a href="http://www.economia48.com/spa/d/cuanto/cuanto.htm" style="color: blue;">cuanto</a><span style="color: blue;"> menos gobierna el gobierno, mejor es. Dos fenómenos </span><a href="http://www.economia48.com/spa/d/debe/debe.htm" style="color: blue;">debe</a><span style="color: blue;">n ser combatidos: el despilfarro público y el </span><a href="http://www.economia48.com/spa/d/monopolio/monopolio.htm" style="color: blue;">monopolio</a><span style="color: blue;">, "obstáculo del </span><a href="http://www.economia48.com/spa/d/mercado-libre/mercado-libre.htm" style="color: blue;">mercado libre</a><span style="color: blue;">". Adam Smith se presenta como defensor absoluto de los </span><a href="http://www.economia48.com/spa/d/consumidor/consumidor.htm" style="color: blue;">consumidor</a><span style="color: blue;">es, condenando todo intento que se oponga a la formación del "mejor precío". Según él, el juego natural de la </span><a href="http://www.economia48.com/spa/d/oferta/oferta.htm" style="color: blue;">oferta</a><span style="color: blue;"> y la </span><a href="http://www.economia48.com/spa/d/demanda/demanda.htm" style="color: blue;">demanda</a><div class="werbung1" style="color: blue; float: right;">
<ins style="border: medium none; clear: right; display: inline-table; float: right; height: 250px; margin-bottom: 1em; margin-left: 1em; margin-top: 0pt; padding: 0pt; position: relative; visibility: visible; width: 250px;"><img alt="" height="320" 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" width="199" /></ins></div>
<span style="color: blue;"> en el </span><a href="http://www.economia48.com/spa/d/mercado/mercado.htm" style="color: blue;">mercado</a><span style="color: blue;"> libra fija el nivel natural de los </span><a href="http://www.economia48.com/spa/d/precio/precio.htm" style="color: blue;">precio</a><span style="color: blue;">s, puesto que la gran maravtüa de la </span><a href="http://www.economia48.com/spa/d/sociedad/sociedad.htm" style="color: blue;">sociedad</a><span style="color: blue;"> consiste en que el individuo no piensa que en su propio </span><a href="http://www.economia48.com/spa/d/beneficio/beneficio.htm" style="color: blue;">beneficio</a><span style="color: blue;"> es conducido por la "</span><a href="http://www.economia48.com/spa/d/mano-invisible/mano-invisible.htm" style="color: blue;">mano invisible</a><span style="color: blue;">" a cumplir una finalidad que, de ningún modo, está en sus intenciones. El </span><a href="http://www.economia48.com/spa/d/interes-general/interes-general.htm" style="color: blue;">interés general</a><span style="color: blue;"> deviene la </span><a href="http://www.economia48.com/spa/d/suma/suma.htm" style="color: blue;">suma</a><span style="color: blue;">
de los intereses particulares: existe una Providencia que se sirve de
los instintos egoístas para forjar las virtudes sociales. "No intentemos
hacer el </span><a href="http://www.economia48.com/spa/d/bien/bien.htm" style="color: blue;">bien</a><span style="color: blue;"> —escribe Adam Smith—; dejémoslo nacer como </span><a href="http://www.economia48.com/spa/d/subproducto/subproducto.htm" style="color: blue;">subproducto</a><span style="color: blue;"> del egoísmo."</span><br style="color: blue;" /><span style="color: blue;">
Muy pronto la </span><a href="http://www.economia48.com/spa/d/escuela-clasica/escuela-clasica.htm" style="color: blue;">escuela clásica</a><span style="color: blue;">
descartará este sublime optimismo bajo la influencia de dos teóricos
ingleses: el reverendo Thomas Robert Maithus (17661834) y el </span><a href="http://www.economia48.com/spa/d/agente/agente.htm" style="color: blue;">agente</a><span style="color: blue;"> de </span><a href="http://www.economia48.com/spa/d/cambio/cambio.htm" style="color: blue;">cambio</a><span style="color: blue;">
David Ricardo (17721823). El primero, intelectual, se dedicará a la
minuciosa descripción de ios acontecimientos. El segundo, hombre de </span><a href="http://www.economia48.com/spa/d/negocio/negocio.htm" style="color: blue;">negocio</a><span style="color: blue;">s, se comprometerá en las más sutiles abstracciones para exponer sus ideas. </span></span></div>
<div style="color: blue;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-3314461822322028412012-11-09T08:57:00.002-08:002012-11-09T09:14:26.025-08:00<div style="background-color: white; text-align: center;">
<b style="font-family: Times,"Times New Roman",serif;"><span style="background-color: white; font-size: x-large;"><span style="color: red;"> la escuela clasica</span></span></b><span style="background-color: #fff2cc;"><br /></span></div>
<div style="background-color: white; color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;"> - Adam Smith (1723-1790).</span></div>
<div style="background-color: white; color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Adam Smith es considerado el padre de
la economía y se fija como fecha de nacimiento de esta Ciencia Social,
el año 1776, fecha en que Smith publica su magna obra “The Wealth of
Nations”, el cual ha sido traducido al español como “Investigación Sobre
la Naturaleza y Causas de la Riqueza de las Naciones”.</span></div>
<div style="background-color: white; color: blue; font-family: Times,"Times New Roman",serif;">
<br /></div>
<div style="background-color: white; color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Este
libro fue, esencialmente, un estudio de la creación de la riqueza. De
por sí, no representaba nada nuevo, puesto que el tema ya habìa sido
tema de análisis de los mercantilistas y los fisiócratas, pero, mientras
que los primeros creyeron que la riqueza derivaba de una balanza
comercial favorable y los segundos de la tierra, Smith sostuvo que la
riqueza proviene del trabajo.</span></div>
<div style="background-color: white; color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Esta riqueza proviene de la especialización y la división del trabajo:</span></div>
<div style="background-color: white; color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">“…
la división del trabajo, en cuanto puede ser aplicable, ocasiona en
todo arte un aumento proporcional en las facultades productivas del
trabajo.”</span></div>
<div style="background-color: white; color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">“…la certidumbre de poder cambiar el exceso del
producto de su propio trabajo, después de satisfechas sus necesidades,
por la parte del producto ajeno que necesita, induce al hombre a
dedicarse a una sola ocupación, cultivando y perfeccionando el talento o
el ingenio que posea para cierta especie de labores.”</span></div>
<div style="background-color: white; color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">En
cuanto al crecimiento, Smith plantea la tesis de que la libertad dentro
de una sociedad llevaría a la máxima riqueza posible. La búsqueda para
satisfacer el propio interés beneficiaría a toda la sociedad y estaría
limitado por el propio interés del prójimo. Los productores intentan
obtener el máximo beneficio posible pero, para lograrlo, deben producir
los bienes que desea la comunidad. Además deben producirlos en las
cantidades adecuadas, de lo contrario, un exceso daría lugar a un
beneficio y a un precio bajo, mientras que una oferta demasiada pequeña
originaría un aumento del precio y finalmente un aumento de la oferta.</span></div>
<div style="background-color: white; color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">“…Ahora
bien , como cualquier individuo pone todo su empeño en emplear su
capital en sostener la industria doméstica, y dirigirla a la
consecución del producto que rinde más valor, resulta que cada uno de
ellos colabora de una manera necesaria en la obtención del ingreso anual
máximo para la sociedad. Ninguno se propone, por lo general, promover
el interés público, ni sabe hasta que punto lo promueve. Cuando
prefiere la actividad económica des su país a la extranjera, unicamente
considera su seguridad, y cuando dirige la primera de tal forma que su
producto represente el mayor valor posible, sólo piensa en su ganancia
propia; pero en éste como en otros muchos casos, es conducido por una <i>mano invisible</i> a promover un fin que no entraba en sus intenciones. Mas no implica
mal alguno para la sociedad que tal fin no entre a formar parte de sus
propósitos, <i>pues al perseguir su propio interés, promueve el de la sociedad de una manera más efectiva que si esto entrara en sus designios</i></span></div>
<div style="background-color: white; color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">
</span></div>
<div style="background-color: white; color: blue; font-family: Times,"Times New Roman",serif;">
<br /></div>
<div style="background-color: white;">
<span style="font-family: Times,"Times New Roman",serif; font-size: small;"><span style="background-color: white; color: blue;">Smith, Adam.. "Investigación sobre la Naturaleza y Causa de la Riqueza
de las Naciones".Tercera reimpresión de la primera edición en español.
Fondo de Cultura Económica. México. 1982</span></span></div>
Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-85152347178677747722012-11-09T08:47:00.005-08:002012-11-09T08:47:44.806-08:00<br />
<div align="right" class="piefotos" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
<img src="http://www.biografiasyvidas.com/biografia/q/fotos/quesnay2.jpg" width="340" /><br />François Quesnay</div>
<br />
<br />
<div align="right" class="piefotos" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
<br /></div>
<div align="right" class="piefotos" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
<br /></div>
<br />
<span style="font-family: Times,"Times New Roman",serif; font-size: x-large;"><span style="color: red;">François Quesnay</span></span>
<div class="biog" style="color: blue; font-family: Times,"Times New Roman",serif;">
Economista francés, creador de la escuela
fisiocrática (Méré, Île-de-France, 1694 - París, 1774). Tras formarse de
manera tardía y autodidacta, François Quesnay llegó a hacerse cirujano
en 1718; luchó contra las especulaciones propias de la medicina de la
época y adquirió el suficiente prestigio como para convertirse en
secretario de la Academia de Cirugía (1737) y médico de la corte de Luis
XV (1752). Recibió la protección de la amante del rey, Madamme de
Pompadour, que le ayudó a ganarse la confianza real como consejero. </div>
<div class="biog" style="color: blue; font-family: Times,"Times New Roman",serif;">
<br /></div>
<div class="biog" style="color: blue; font-family: Times,"Times New Roman",serif;">
<br /></div>
<div class="biog" style="color: blue; font-family: Times,"Times New Roman",serif;">
Con más de sesenta años empezó François Quesnay a interesarse por la economía, a raíz de la obra de Mirabeau, <i>El amigo de los hombres; </i>del encuentro de ambos en 1757 nació la escuela <i>economista </i>o <i>fisiocrática, </i>que
adoptó la forma de una secta elitista con Quesnay como maestro supremo y
un reducido número de discípulos fieles (Mirabeau, Dupont de Nemours,
Mercier de la Rivière, Baudeau...). </div>
<div class="biog" style="color: blue; font-family: Times,"Times New Roman",serif;">
Los fisiócratas
mantuvieron contactos con otros pensadores de tendencia ilustrada, como
los enciclopedistas Diderot y D’Alembert (que permitieron a Quesnay
redactar los artículos sobre «Granos» y «Agricultores» de su <i>Enciclopedia) </i>o
la llamada «escuela de Gournay», a la cual pertenecía Turgot (el único
del grupo que llegó a ejercer el poder en Francia, poniendo en práctica
algunas ideas fisiocráticas).</div>
<div class="biog" style="color: blue; font-family: Times,"Times New Roman",serif;">
La doctrina esencial de la fisiocracia se encuentra recogida en el <i>Tableau économique </i>(cuadro
económico) que Quesnay elaboró en 1758, modificándolo y
perfeccionándolo en múltiples ediciones posteriores. Se trataba de un
modelo de reproducción económica que analizaba la circulación de la
renta en una sociedad dividida en tres clases: agricultores,
propietarios y los demás, a los que caracterizaba como clase estéril. </div>
<div class="biog" style="color: blue; font-family: Times,"Times New Roman",serif;">
La
agricultura era en aquella teoría la única actividad realmente
productiva, de la que dependían todas las demás. En consecuencia, había
que fomentar un desarrollo económico basado en una agricultura altamente
capitalizada y tecnificada; y para ello propuso (en sus <i>Máximas generales del gobierno económico de un reino agrícola, </i>1760)
una política económica liberal: libertad de precios y de mercado,
libertad de empresa y de cultivos, libertad de circulación y de
comercio, reducción de las barreras aduaneras, simplificación del
sistema tributario reduciéndolo a un único impuesto sobre la renta de la
tierra… </div>
Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-76662681727154821272012-11-09T08:40:00.000-08:002012-11-09T09:04:49.239-08:00<br />
<div class="art-enc" style="color: red;">
<div style="text-align: center;">
</div>
<h1 style="font-family: Times,"Times New Roman",serif; text-align: center;">
Visión de una Sociedad Inclusiva</h1>
</div>
<div style="color: blue; text-align: justify;">
Las sociedades cohesionadas, o
sociedades inclusivas, son estables, seguras y justas, se basan en la
promoción y protección de todos los Derechos Humanos así como en la no
discriminación, la tolerancia, el respeto por la diversidad, la igualdad
de oportunidades, la solidaridad, la seguridad y la participación de
todos, incluyendo los grupos y personas vulnerables y desfavorecidos.</div>
<div style="color: blue; text-align: justify;">
Una sociedad inclusiva está en paz
consigo misma y la diversas identidades culturales, religiosas y étnicas
de sus miembros. Es una sociedad que reconoce y valora estas
identidades y su interdependencia como una fortaleza, una sociedad en la
que estas identidades trabajan de forma creativa unas con otras y con
la comunidad global para resolver los problemas comunes y promover el
respeto a la dignidad humana y al desarrollo del potencial humano. <br />
<br />
Identificamos cuatro elementos como ingrediente necesarios si queremos
que las personas y los grupos sientan que tienen un lugar en la
sociedad:</div>
<ul>
<li style="color: blue;"><b>Participación Democrática</b> –la oportunidad de participar en proceso de toma de decisiones y la capacidad y habilidad para hacerlo eficientemente.</li>
<li style="color: blue;"><b>El respeto a la diversidad y la dignidad de la persona</b>
–el reconocimiento del valor de la diferencia y la diversidad en la
sociedad. Esto supone aceptar (aunque no necesariamente estar de acuerdo
con) la identidad elegida y original de grupos y personas, sus valores y
aspiraciones así como sus representantes electos. Respetar la dignidad
del otro supone ser sensible a sus sentimientos y evitar el discurso
basado en el odio al otro, pero no creemos que esto puede extenderse
hasta restringir la libertad de expresión de las diferencias de opinión o
comentarios críticos, incluso si en ocasiones estos puedan resultar
ofensivos.</li>
<li style="color: blue;"><b>Igualdad de oportunidades</b> –igualdad de acceso a
los recursos económicos y materiales y las facilidades para la
movilidad social, asegurando que los individuos y las comunidades
cuentan con la capacidad de aprovecharlas a fin de satisfacer sus
necesidades sociales, físicas y económicas y además participan
activamente del desarrollo económico y social de sus sociedades.</li>
<li><b style="color: blue;">Protección contra la discriminación</b><span style="color: blue;"> –mecanismos
y formas de reparación si los individuos o sus comunidades sufren
discriminación o son, de cualquier otra forma, privados de sus derechos y
oportunidades para participar plenamente en la sociedad.</span> </li>
</ul>
<br />
<br />
<ul>
</ul>
Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-60265920830082853362012-10-22T14:04:00.001-07:002012-10-22T14:24:36.814-07:00FISIOCRACIA <div style="text-align: left;">
<span style="color: blue; font-family: Times,"Times New Roman",serif; font-size: small;">A
mediados del siglo XVIII, la economía de Francia se encontraba en una
muy mala situación. El rey Luis XV llevó al país a guerras innecesarias
que agotaron el tesoro. Los efectos de estas desastrosas guerras
intentaban ser mitigados mediante un sistema fiscal opresivo.
Adicionalmente, se habían aplicado políticas mercantilistas que
restringían el comercio. El producto de la agricultura y el valor de la
tierra decrecían. Los agricultores debían entregar una gran parte de
su producto al terrateniente y el resto estaba fuertemente gravado,
mientras que la nobleza y el clero, que eran dueños de gran parte de la
superficie del país, estaban exentos de impuestos. El sector agrícola
estaba en decadencia y la población agrícola disminuía. La fisiocracia
surgió como respuesta a este estado de la economía francesa. </span></div>
<div class="content" style="color: blue; font-family: Times,"Times New Roman",serif; text-align: left;">
</div>
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<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: black; font-family: Times,"Times New Roman",serif;">
<span style="font-size: large;"><b>La Fisiocracia</b></span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">En el siglo XVIII, un grupo de “filósofos-economistas” presentó una
teoría de conjunto de la actividad económica, que intenta basarse en
las relaciones entre el hombre y la naturaleza, o el mundo material.
Los escritos de la fisiocracia se sucedieron entre 1756 y 1778 y
provienen de diversos autores, congregados en torno a la figura de
Quesnay, aunque cada uno con características propias. </span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Los fisiócratas reclamaban el nombre de “economistas”, pero
debido a que posteriormente el término “economista” fue utilizado mas
comúnmente, fueron rebautizados como “fisiócratas”. El término
“fisiocracia” significa gobierno de la naturaleza, y se les adjuntó este
nombre debido a que en su teoría el mundo material (naturaleza),
domina sobre los hombres. </span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Muchos miembros de la fisiocracia pertenecían a una nueva clase
de agricultores, que habían comprado tierras a nobles arruinados e
intentaban hacer de la agricultura una actividad lucrativa. En sus
comienzos, la fisiocracia era un conjunto de propuestas prácticas
derivadas de un interés de esta nueva clase. </span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; float: right; font-family: Times,"Times New Roman",serif; margin-left: 2em;">
<span style="font-size: small;"><img alt="Quesnay, líder de la fisiocracia" src="http://cdn.econlink.com.ar/files/quesnay-fisiocracia.jpg" style="display: inline;" /></span><br />
<span style="font-size: small;"><code>François Quesnay</code></span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">El líder intelectual de la fisiocracia fue François Quesnay, que en 1758 publicó una obra titulada <i>Tableau économique</i>
(Cuadro Económico), que tuvo gran aceptación en el ambiente de la
época. Otras obras de Quesnay fueron “Agricultores” (1756), “Cereales”
(1757) y “Derecho Natural” (1765). Quesnay comenzó a interesarse por
la economía cuando tenía una edad mayor a los 60 años, al parecer,
porque había acumulado grandes extensiones de tierras.</span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Luego de Quesnay, surgieron otros autores pertenecientes a la
fisiocracia, entre los cuales se destaca Víctor de Mirabeau. También
pertenecen a la fisiocracia los autores Mercier de la Rivière, Dupont
de Nemours, el Abate Baudeau y Vincent de Gournay, a quien, acertada o
desacertadamente se le atribuye la conocida frase “laissez-faire,
laissez passer”. </span></div>
<div id="inlinead" style="color: blue; font-family: Times,"Times New Roman",serif;">
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<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">La fisiocracia concebía a la economía como extremadamente compleja,
en la que una modificación en alguna parte constituyente, con el tiempo
tenía efectos en las demás partes, lo que constituyó el primer
análisis de equilibrio general.</span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Los fisiócratas fueron los últimos autores que indagan sobre si
determinadas ramas de la actividad económica contribuyen más que otras a
la riqueza de un país. En este sentido, afirmaron que la agricultura
era la única rama que originaba producto neto, por lo que ésta era la
actividad que debía ser fomentada. Con respecto a las instituciones
económicas, fueron los primeros en reclamar un régimen basado en la
propiedad y en la libertad. La fisiocracia también fue la primer
escuela en concebir a la actividad económica como un flujo continuo de
rentas que circulaban de una clase a otra, que podían representarse
mediante un cuadro sintético, el “Cuadro Económico”.</span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">La fisiocracia apelaba a principios racionales, afirmaba que los
hechos sociales están unidos por lazos de leyes inevitables, a las que
los gobiernos y los individuos deberían obedecer. </span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">La fisiocracia es una respuesta al mercantilismo, aunque si bien
defendían el librecambio y el interés individual, continuaban
elogiando a autoridad absoluta. Una explicación a esta paradoja se
encuentra en el hecho de que, debido al régimen reinante, les estaba
prohibida la libertad de expresión y la crítica hacia los abusos
cometidos por miembros del estado. [Baur, Stephan; “Studies on the
Origin of the French Economists” <i>Quarterly Journal of Economics</i>, vol. 5(1890) pp. 100-107]</span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: black; font-family: Times,"Times New Roman",serif;">
<span style="font-size: large;"><b>Teoría del Producto Neto de la Fisiocracia</b></span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Para Quesnay, una sola rama de la actividad económica era capaz de
suministrar indefinidamente bienes consumibles sin prejuicio para la
fuente de donde se extraigan: la agricultura. Las demás ramas de la
economía, eran sólo transformadoras que se limitaban a añadir utilidad a
elementos preexistentes, modificando su estructura material o
trasladándolos de lugar. El valor agregado por la industria o el
comercio era sólo el valor del trabajo humano, por lo que Quesnay
clasificó de “estériles” al comercio y a la industria, lo que no
significa que las haya considerado inútiles, sólo que no eran capaces
de generar mas valor que el valor del trabajo. Es decir, sólo agregan
valor trabajo a lo ya producido, no crean valor. La agricultura, en
cambio, era la única actividad que generaba más riqueza que el trabajo
insumido en ella. El “producto neto” se ve en esta actividad, debido a
que produce un volumen de bienes mayor a lo necesario para conseguir
semillas y mantener a los agricultores. Es necesario aclarar que
admiten que en condiciones monopólicas las manufacturas también pueden
producir valor agregado. </span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Se pueden encontrar numerosos textos en los que autores de la
fisiocracia se refieren a una función divina en la actividad
agricultora. Por ejemplo, Mirabeau escribió que (la agricultura) “es una
manufactura de institución divina, en que el fabricante tiene como
asociado al Autor de la Naturaleza”. </span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: black; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Críticas a la Teoría de Producto Neto de la Fisiocracia</span></div>
<ul style="color: blue; font-family: Times,"Times New Roman",serif;" type="disc">
<li><span style="font-size: small;">No es posible determinar con exactitud qué es lo que la
agricultura y sólo ella produce: no es creadora de materia, ni de
utilidad, ni de valor. Aparentemente, el concepto de producto neto
corresponde a lo que hoy es denominado renta. </span></li>
<li><span style="font-size: small;">Nunca probaron su teoría del producto neto. No es cierto que la
agricultura multiplique riquezas y el resto de las ramas sólo agregue.
</span></li>
<li><span style="font-size: small;">Actualmente, la ciencia económica converge a la idea de que
producir es crear utilidad. Bajo este concepto, queda claro que la
agricultura no es la única actividad capaz de crear riqueza. </span></li>
</ul>
<div style="color: black; font-family: Times,"Times New Roman",serif;">
<b><span style="font-size: large;">El “Cuadro Económico” de la Fisiocracia</span></b></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Si bien la afirmación de que la agricultura es el único sector capaz
de generar “producto neto” es bastante criticable, el aporte
fundamental, por el cual los fisiócratas son actualmente elogiados, no
proviene de esta rama de su investigación, sino de haber indagado qué
sucede con su “producto neto” en la economía. Para averiguar el destino
del producto neto, Quesnay ideó el denominado Cuadro Económico,
simplificado en el siguiente gráfico:</span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;"><img alt="El Cuadro Económico de la Fisiocracia" height="242" src="http://cdn.econlink.com.ar/files/cuadro-economico-fisiocracia.png" style="display: inline;" width="566" /></span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Fuente: Eckelund, R. y Hébert R. <i>Historia de la Teoría Económica y de su Método</i> (1992) p. 93</span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">En la descripción de Quesnay, hay tres clases sociales:
agricultores (clase productiva); una clase estéril (artesanos,
comerciantes, fabricantes y profesionales); y una clase propietaria
(terratenientes). El objetivo del cuadro económico no era describir la
distribución de la renta en la economía, sino describir como circulan
las rentas (producto neto) de un sector a otro. Quesnay parte de que la
agricultura proporciona una renta de cinco mil millones de francos
(5.000), los agricultores guardan 2.000, emplean 1.000 en compras a la
clase estéril (vestido, alojamiento, etc.) y entregan los 2.000
restantes a los propietarios. Los propietarios gastaban 1.000 en la
clase productora y 1.000 en la clase estéril. Entonces, la clase
estéril disponía de 2.000, de los que iban 1.000 a la clase productora
y 1.000 a la clase propietaria. Después de estos primeros movimientos,
habrían de producirse otros movimientos sucesivos de renta. </span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Quesnay era médico de la corte, y para la realización de su
Cuadro Económico se inspiró en el funcionamiento del cuerpo humano. Las
rentas circulan por la economía al igual que circula la sangre por el
cuerpo. Un trastorno en un órgano del cuerpo, origina reacciones en
otros órganos para compensar el trastorno inicial.</span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Este cuadro sirvió como punto de partida de análisis de política
económica, realizados por otros miembros de la fisiocracia como el
abate Baudeau y Mirabeau. Por ejemplo, afirmaban que cuando la parte
del producto neto que vuelve a la tierra es insuficiente (ya sea por
compras excesivas a la clase estéril o insuficientes a la clase
agrícola), la creación de producto neto disminuye y puede surgir una
depresión económica. </span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Si bien el Cuadro Económico desarrollado por Quesnay puede ser
fácilmente criticado, su mérito radica en haber tenido una visión de
los diversos sectores económicos como interdependientes, que la
economía puede estar en desequilibrio a causa de una mala orientación de
los flujos de renta.</span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: black; font-family: Times,"Times New Roman",serif;">
<b><span style="font-size: large;">El “Orden Natural” de la Fisiocracia</span></b></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Los fisiócratas creían en la existencia de un “orden natural y
esencial”, que era el conjunto de instituciones conformes con la
providencia y que aseguraría la prosperidad. Cuando los fisiócratas
hablan del Orden Natural, no intentan analizar la realidad, sólo
describir una situación ideal.</span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Según los autores de la fisiocracia, existe una ordenación
natural o ideal de todas las cosas, impuesta por Dios y que el hombre
puede descubrir. Por lo tanto, el objetivo de todos los estudios
científicos era descubrir las leyes que rigen los fenómenos. </span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: black; font-family: Times,"Times New Roman",serif;">
<span style="font-size: large;">¿En qué consiste el Orden Natural para la Fisiocracia? (Propuestas de la fisiocracia)</span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">En la descripción del orden natural, los fisiócratas enuncian sus <b>propuestas</b> en materia de política económica. </span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<ol start="1" style="color: blue; font-family: Times,"Times New Roman",serif;" type="a">
<li><span style="font-size: small;">La fisiocracia exige la propiedad, bajo tres formas:</span></li>
<ol start="1" type="a">
<li><span style="font-size: small;">Propiedad Personal: derecho de todo hombre a disponer de sus facultades físicas o intelectuales.</span></li>
<li><span style="font-size: small;">Propiedad Mobiliaria: disponer de los frutos de su trabajo.</span></li>
<li><span style="font-size: small;">Propiedad Territorial: el heredero debía disponer de la tierra,
esto lo justificaban afirmando que era la retribución por haber
mejorado y conservado el suelo durante las generaciones, y que
era el mejor sistema para asegurar el mantenimiento de la tierra.</span></li>
</ol>
<li><span style="font-size: small;">Libertad del comercio exterior</span></li>
<li><span style="font-size: small;">Libertad del tráfico interno (recordemos que muchas medidas se
oponen al proteccionismo del mercantilismo). El orden natural llevaría a
un “buen precio” de los productos agrícolas. Una política de no
intervención del gobierno, haría posible que el capital fluyese
libremente hacia el sector agrícola, y que el flujo del producto
se ampliase con el tiempo. </span></li>
<li><span style="font-size: small;">Salarios lo mas elevados posibles (para aumentar la capacidad de compra de los productos agrícolas)</span></li>
<li><span style="font-size: small;">Límite a la tasa de interés: para evitar que el rendimiento del
dinero sea mayor al rendimiento de la tierra. Quesnay escribió: “La
cantidad de renta que se puede adquirir mediante la compra de una
tierra no es arbitraria ni desconocida; su medida precisa nos da
la naturaleza de las cosas, que impone su ley al comprador y al
vendedor…; esta misma ley debe tenerse en cuenta para la fijación
del tipo de interés o renta del dinero”. </span></li>
<li><span style="font-size: small;">Despotismo Legal: soberanía de un rey que conocía el orden natural
de la fisiocracia y llevaba su política de acuerdo al mismo. </span></li>
</ol>
<div style="color: black; font-family: Times,"Times New Roman",serif;">
<span style="font-size: large;"><b>Cuestiones impositivas en la fisiocracia</b></span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">La fisiocracia consideró que la estructura impositiva existente en
Francia era muy ineficiente, y que se debía gravar de acuerdo al
producto neto, por lo que era necesario gravar al terrateniente. Esta
idea es aparentemente contraria a sus deseos de favorecer a la
agricultura, pero se basa en el siguiente razonamiento: dado que la
agricultura es la única actividad que proporciona producto neto, este
sector es el único que en realidad paga los impuestos. Sin embargo, el
impuesto se puede pagar en forma directa o pasar por varios
intermediarios. En este último caso, el impuesto total será mayor
debido a los gastos ocasionados por mayores costos administrativos.
Este razonamiento sería cierto cuando la teoría que afirma que la
agricultura es la única actividad productora de valor, pero se desploma
cuando se reconoce que otros sectores también producen valor.</span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: black; font-family: Times,"Times New Roman",serif;">
<span style="font-size: large;"><b>Influencias de la Fisiocracia</b></span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">Quesnay fue el primero en concebir la actividad económica como un
flujo constante de rentas entre grupos sociales, y en plantear cómo se
podía alcanzar el equilibrio económico. Después de él, las visiones de
AdamSmith y sus discípulos no se plantearían el problema del equilibrio
general. Recién con Walras se retomaría el sendero del equilibrio
general.</span></div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
</div>
<div style="color: blue; font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;">La fisiocracia tuvo gran influencia hasta la aparición de <i>La Riqueza de las Naciones</i>
en 1776. La fisiocracia influyó en el pensamiento de Adam Smith, quién
los conoció mientras desarrollaba su propia investigación sobre la
naturaleza y la función del capital en una sociedad agrícola</span></div>
Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-46817037377853947512012-09-19T16:03:00.001-07:002012-10-09T18:27:29.607-07:00Que es el mercantilismo<span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif; text-align: left;"><br /></span>
<span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif; text-align: left;">Se denomina </span><b style="color: blue; font-family: Times, 'Times New Roman', serif; text-align: left;">mercantilismo</b><span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif; text-align: left;"> a un conjunto de ideas políticas o </span><a href="http://es.wikipedia.org/wiki/Historia_del_pensamiento_econ%C3%B3mico" style="font-family: Times, 'Times New Roman', serif; text-align: left;" title="Historia del pensamiento económico">ideas económicas</a><span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif; text-align: left;"> de gran </span><a href="http://es.wikipedia.org/wiki/Pragmatismo" style="font-family: Times, 'Times New Roman', serif; text-align: left;" title="Pragmatismo">pragmatismo</a><span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif; text-align: left;"> que se desarrollaron durante los </span><a href="http://es.wikipedia.org/wiki/Siglo_XVI" style="font-family: Times, 'Times New Roman', serif; text-align: left;" title="Siglo XVI">siglos XVI</a><span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif; text-align: left;">, </span><a href="http://es.wikipedia.org/wiki/Siglo_XVII" style="font-family: Times, 'Times New Roman', serif; text-align: left;" title="Siglo XVII">XVII</a><span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif; text-align: left;"> y la primera mitad del </span><a href="http://es.wikipedia.org/wiki/Siglo_XVIII" style="font-family: Times, 'Times New Roman', serif; text-align: left;" title="Siglo XVIII">XVIII</a><span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif; text-align: left;"> en </span><a href="http://es.wikipedia.org/wiki/Europa" style="font-family: Times, 'Times New Roman', serif; text-align: left;" title="Europa">Europa</a><span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif; text-align: left;">. Se caracterizó por una fuerte </span><a href="http://es.wikipedia.org/wiki/Intervencionismo" style="font-family: Times, 'Times New Roman', serif; text-align: left;" title="Intervencionismo">intervención del Estado en la economía</a><span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif; text-align: left;">, coincidente con el desarrollo del </span><a href="http://es.wikipedia.org/wiki/Monarqu%C3%ADa_absoluta" style="font-family: Times, 'Times New Roman', serif; text-align: left;" title="Monarquía absoluta">Absolutismo monárquico</a><span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif; text-align: left;">.</span><br />
<div style="text-align: left;">
<span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif;">Consistió en una serie de medidas que se centraron en tres ámbitos:
las relaciones entre el poder político y la actividad económica; la
intervención del Estado en esta última; y el control de la moneda. Así,
tendieron a la regulación estatal de la economía, la unificación del
mercado interno, el crecimiento poblacional, el aumento la producción
propia -controlando recursos naturales y mercados, <a href="http://es.wikipedia.org/wiki/Proteccionismo" title="Proteccionismo">protegiendo la producción local de la competencia extranjera</a>, subsidiando empresas privadas y creando <a href="http://es.wikipedia.org/wiki/Monopolio" title="Monopolio">monopolios</a> privilegiados-, la imposición de aranceles a los productos extranjeros y el incremento de la <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Oferta_monetaria" title="Oferta monetaria">oferta monetaria</a>
-mediante la prohibición de exportar metales preciosos y la acuñación
inflacionaria-, siempre con vistas a la multiplicación de los ingresos
fiscales. Estas actuaciones tuvieron como finalidad última la formación
de <a href="http://es.wikipedia.org/wiki/Estado_naci%C3%B3n" title="Estado nación">Estados-nación</a> lo más fuertes posible.</span></div>
<div style="text-align: left;">
<span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif;">El mercantilismo entró en crisis a finales del <a href="http://es.wikipedia.org/wiki/Siglo_XVIII" title="Siglo XVIII">siglo XVIII</a> y prácticamente desapareció para mediados del <a href="http://es.wikipedia.org/wiki/Siglo_XIX" title="Siglo XIX">XIX</a>, ante la aparición de las nuevas teorías <a href="http://es.wikipedia.org/wiki/Fisiocracia" title="Fisiocracia">fisiócratas</a> y <a href="http://es.wikipedia.org/wiki/Liberalismo" title="Liberalismo">liberales</a>, las cuales ayudaron a Europa a recuperarse de la <a href="http://es.wikipedia.org/wiki/Crisis_del_siglo_XVII" title="Crisis del siglo XVII">profunda crisis del siglo XVII</a> y las catastróficas <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Guerras_Revolucionarias_Francesas" title="Guerras Revolucionarias Francesas">Guerras Revolucionarias Francesas</a>.</span></div>
<div style="text-align: left;">
<span style="background-color: white; color: blue; font-family: Times, 'Times New Roman', serif;">Se denomina <b>neomercantilismo</b> a la periódica resurrección de estas prácticas e ideas.</span></div>
<h2 style="text-align: center;">
<span style="background-color: white; color: red; font-family: Times, 'Times New Roman', serif;"><b>clases del mercantilismo</b></span></h2>
<div>
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<span style="background-color: white; color: red; font-family: Times, 'Times New Roman', serif;"><b><br /></b></span></div>
Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0tag:blogger.com,1999:blog-6641844901993776309.post-42650843393123598772012-09-12T10:25:00.003-07:002012-10-09T17:25:15.282-07:00<div style="text-align: center;">
<div style="color: #cc0000;">
<i><span style="color: black; font-family: Arial; font-size: medium;"></span></i></div>
<b style="color: red; font-family: Arial; font-size: x-large;"><i><br /></i></b>
<b style="color: red; font-family: Arial; font-size: x-large;"><i>Qué es economía ?</i></b><br />
<span style="font-weight: normal;"></span><br />
<div style="text-align: left;">
<span style="font-weight: normal;"><img alt="" src="data:image/png;base64,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" /></span></div>
<span style="font-weight: normal;">
</span><span style="color: blue;"><span style="font-weight: normal;"><br />
<div style="text-align: left;">
<span style="font-family: Times, 'Times New Roman', serif;">La economía es la ciencia, que versa sobre
los actos humanos, en la búsqueda de satisfacer sus infinitas necesidades, por
medio de productos escasos.</span></div>
<div style="text-align: left;">
<span style="font-family: Times, 'Times New Roman', serif;">Debido al hecho, que tiene relación, con los actos humanos,
tenemos que clarificar, que la economía, es una ciencia social.</span></div>
<div style="text-align: left;">
<span style="font-family: Times, 'Times New Roman', serif;">Dicho esto, podemos decir, que la economía, es una de las
actividades más fundamentales en el mundo de hoy. No es que antiguamente no lo
fuera, pero por medio del desarrollo meteórico que ha vivido la población
mundial, es que la economía, lo rige casi todo.</span></div>
<span style="color: blue; font-family: Times, 'Times New Roman', serif;"><div style="text-align: left;">
No se puede llegar a comprender el mundo sin la economía.
Todos los estados se rigen por sus designios. Desde los más pobres hasta los más
ricos. Y esto viene ocurriendo desde los albores de la Revolución Industrial y
la puesta en marcha de la producción en masa. Claro, ya que antes los productos,
eje central de toda economía, se fabricaban todos a manos. Donde el artesano era
el ofertaste de los productos a consumir. Por ende, el consumo en sí, era más
restringido. Ya que por medio de ese proceso, era imposible que las economías
mundiales, crecieran al ritmo de hoy. Es la producción en masa, la que logra
hacer crecer el consumo, por ende, se amplían las empresas. De esta manera,
existe mayor cantidad de trabajo y aumenta el consumo. Práctica que continúa de
la misma forma hasta hoy. Lo importante en toda economía es el consumo. Es el
motor de la misma. Frente a más alto consumo, mayor producción de capital. Por
ende, esto redunda en mayor generación de empleo.</div>
</span><div style="text-align: left;">
<span style="font-family: Times, 'Times New Roman', serif;">Por lo mismo y como base de la economía, es que la curva de
la demanda y la oferta, rige los designios de los países. En la medida que la
oferta y la demanda sean parejas, la economía seguirá creciendo. Ya que si una
de ellas afloja, ya sea que exista menos oferta o menos demanda, la curva se
desploma. Por consiguiente, la economía de desacelera. Esto es lo que ocurre, en
palabras bien simples, con las crisis que han azotado al mundo financiero desde
la Revolución Industrial. Siendo la asiática, la más fuerte en éste último
tiempo.</span></div>
<div style="text-align: left;">
<span style="font-family: Times, 'Times New Roman', serif;">Ahora, con respecto a la economía en sí, existen diversos
puntos de vista. Esto depende de cada escuela y como analizan a la economía.
Pero hay dos corrientes, que son las más aceptadas y comunes. Primero tenemos a
la visión objetiva, la cual define a la economía, como “la ciencia que estudia
las leyes que rigen la producción, la distribución, la circulación y el consumo
de los bienes materiales que satisfacen necesidades humanas." La otra es la
visión clásica de economía, la cual postula que la economía es “la ciencia que
se encarga del estudio de la satisfacción de las necesidades humanas mediante
bienes que siendo escasos tienen usos alternativos entre los cuales hay que
optar."</span></div>
<div style="text-align: left;">
<span style="font-family: Times, 'Times New Roman', serif;">Dentro de los grandes pensadores de la economía, podemos
citar a</span></div>
<div style="text-align: left;">
<span style="font-family: Times, 'Times New Roman', serif;"> Adam Smith, con su famosa teoría de la “mano invisible”. Metáfora frente
al actuar del mercado. En pocas palabras, el mercado se regula solo y todas las
partes del mismo. Precursor de la economía liberal. Por el otro lado, tenemos a </span></div>
<div style="text-align: left;">
<span style="font-family: Times, 'Times New Roman', serif;"> Kart Marx. Economista alemán, precursor del comunismo. No sólo a nivel
económico, sino que también a nivel político. Postura en la cual, realiza una
férrea defensa de la clase obrera o proletariado, la cual se revelará frente a
la oligarquía y comenzará la lucha de clases. Al final, el estado será dueño de
todo y manejará con mano dura, los destinos de la economía mundial.</span></div>
<span style="color: blue;"><div style="text-align: left;">
<span style="font-family: Times, 'Times New Roman', serif;">Dentro de la economía, podemos encontrar diversas ramas.
Entre las cuales podemos destacar a la economía cuantitativa, la estadística y
la economista. Asimismo, la economía aplicada, la economía laboral, economía
del desarrollo y economía social. También podemos encontrar a las finanzas, las
públicas y empresariales, entre muchas otras ramas de la economía.</span></div>
</span></span></span><br />
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</span>Anonymoushttp://www.blogger.com/profile/09688619794883542284noreply@blogger.com0