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1.3
date	2017.06.18.02.26.17;	author root;	state Exp;
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1.2
date	2017.06.17.12.59.58;	author root;	state Exp;
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1.1
date	2017.06.15.10.17.26;	author root;	state Exp;
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@This document (కార్యకలాపం 1:  ఒక ఋజువును వ్రాయడం) is re-created by administrator on 17 May 2017
@


1.3
log
@This document (కార్యకలాపం 1:  ఒక ఋజువును వ్రాయడం) is lastly updated by administrator status:PUBLISHED on 18 June 2017
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    "content": "<div id=\"scstyle\">\r\n<style scoped=\"\" type=\"text/css\">@@import \"/static/ndf/css/clix-activity-styles.css\";\r\n@@import \"/static/ndf/css/rubik-font.css\";\r\n@@import \"/static/ndf/css/sgc-toc.css\";\r\n@@import \"/static/ndf/css/video-js.css\";\r\n@@import \"/static/ndf/css/videojs-skin-color\";\r\n</style>\r\n<script src=\"/static/ndf/js/jquery-3.0.0.min.js\" type=\"text/javascript\"></script><script src=\"/static/ndf/js/Video.js\" type=\"text/javascript\"></script><script src=\"/static/ndf/js/photo-zoom.js\" type=\"text/javascript\"></script></div>\r\n\r\n<div class=\"row\">\r\n<header class=\"medium-10 columns\">\u0c1c\u0c3f\u0c2f\u0c4b\u0c2e\u0c46\u0c1f\u0c4d\u0c30\u0c3f\u0c15\u0c4d \u0c30\u0c40\u0c1c\u0c28\u0c3f\u0c02\u0c17\u0c4d\r\n<h1 title=\"Typography-Styles\">\u0c1a\u0c24\u0c41\u0c30\u0c4d\u0c2d\u0c41\u0c1c\u0c3e\u0c32 \u0c2e\u0c27\u0c4d\u0c2f-\u0c2c\u0c3f\u0c02\u0c26\u0c41\u0c35\u0c41 \u0c2b\u0c32\u0c3f\u0c24\u0c3e\u0c28\u0c4d\u0c28\u0c3f \u0c0b\u0c1c\u0c41\u0c35\u0c41\u0c1a\u0c47\u0c2f\u0c1f\u0c02</h1>\r\n\r\n<hr /></header>\r\n\r\n<main class=\"medium-10 large-centered columns\" style=\"float: left;\">&nbsp;</main>\r\n</div>\r\n\r\n<h2>\u0c15\u0c3e\u0c30\u0c4d\u0c2f\u0c02&nbsp;1</h2>\r\n\r\n<blockquote>\r\n<p>\u0c1a\u0c3f\u0c24\u0c4d\u0c30\u0c02\u0c32\u0c4b, ABCD \u0c1a\u0c24\u0c41\u0c30\u0c4d\u0c2d\u0c41\u0c1c \u0c2e\u0c27\u0c4d\u0c2f-\u0c2c\u0c3f\u0c02\u0c26\u0c41\u0c35\u0c41\u0c32\u0c28\u0c41 \u0c15\u0c32\u0c2a\u0c21\u0c02 \u0c35\u0c32\u0c28 PQRS \u0c0f\u0c30\u0c4d\u0c2a\u0c21\u0c41\u0c24\u0c41\u0c02\u0c26\u0c3f. \u0c06 PQRS \u0c12\u0c15 \u0c38\u0c2e\u0c3e\u0c02\u0c24\u0c30 \u0c1a\u0c24\u0c41\u0c30\u0c4d\u0c2d\u0c41\u0c1c\u0c02 \u0c05\u0c28\u0c3f \u0c28\u0c3f\u0c30\u0c42\u0c2a\u0c3f\u0c02\u0c1a\u0c02\u0c21\u0c3f.<br />\r\n<br />\r\n(\u0c38\u0c42\u0c1a\u0c28: \u0c2e\u0c27\u0c4d\u0c2f-\u0c2c\u0c3f\u0c02\u0c26\u0c41\u0c35\u0c41 \u0c38\u0c3f\u0c26\u0c4d\u0c26\u0c3e\u0c02\u0c24 \u0c2b\u0c32\u0c3f\u0c24\u0c3e\u0c28\u0c4d\u0c28\u0c3f \u0c09\u0c2a\u0c2f\u0c4b\u0c17\u0c3f\u0c02\u0c1a\u0c02\u0c21\u0c3f - \u0c12\u0c15 \u0c24\u0c4d\u0c30\u0c3f\u0c2d\u0c41\u0c1c\u0c02 \u0c2f\u0c4a\u0c15\u0c4d\u0c15 \u0c30\u0c46\u0c02\u0c21\u0c41 \u0c2d\u0c41\u0c1c\u0c3e\u0c32 \u0c2e\u0c27\u0c4d\u0c2f-\u0c2c\u0c3f\u0c02\u0c26\u0c41\u0c35\u0c41\u0c32\u0c28\u0c41 \u0c15\u0c32\u0c3f\u0c2a\u0c47 \u0c30\u0c47\u0c16 \u0c2e\u0c42\u0c21\u0c35 \u0c2d\u0c41\u0c1c\u0c3e\u0c28\u0c3f\u0c15\u0c3f \u0c2e\u0c30\u0c3f\u0c2f\u0c41 \u0c26\u0c3e\u0c28\u0c3f\u0c32\u0c4b \u0c38\u0c17\u0c3e\u0c28\u0c3f\u0c15\u0c3f \u0c38\u0c2e\u0c3e\u0c02\u0c24\u0c30\u0c02\u0c17\u0c3e \u0c09\u0c02\u0c1f\u0c41\u0c02\u0c26\u0c3f.)<br />\r\n<br />\r\n&nbsp;</p>\r\n</blockquote>\r\n\r\n<p><img alt=\"L14Image1\" src=\"/media/d/8/e/61faa0ce6a9c272c13c6e75425b5858ccec0cb29c9b1107e0e50c6df2c23c.png\" width=\"600\" /><br />\r\n&nbsp;</p>\r\n",
    "content_org": "<div id=\"scstyle\">\r\n<style scoped=\"\" type=\"text/css\">@@import \"/static/ndf/css/clix-activity-styles.css\";\r\n@@import \"/static/ndf/css/rubik-font.css\";\r\n@@import \"/static/ndf/css/sgc-toc.css\";\r\n@@import \"/static/ndf/css/video-js.css\";\r\n@@import \"/static/ndf/css/videojs-skin-color\";\r\n</style>\r\n<script src=\"/static/ndf/js/jquery-3.0.0.min.js\" type=\"text/javascript\"></script><script src=\"/static/ndf/js/Video.js\" type=\"text/javascript\"></script><script src=\"/static/ndf/js/photo-zoom.js\" type=\"text/javascript\"></script></div>\r\n\r\n<div class=\"row\">\r\n<header class=\"medium-10 columns\"><span style=\"font-size:12px;\">GEOMETRIC REASONING</span>\r\n\r\n<h1 title=\"Typography-Styles\">Proving Midpoint Result For Quadrilaterals</h1>\r\n\r\n<hr /></header>\r\n\r\n<main class=\"medium-10 large-centered columns\" style=\"float: left;\">&nbsp;</main>\r\n</div>\r\n\r\n<h2>Task No. 1</h2>\r\n\r\n<blockquote>\r\n<p>In the figure, PQRS is formed by joining the midpoints of a quadrilateral ABCD. Prove that PQRS is a parallelogram.<br />\r\n<br />\r\n(Hint: Use the result of the Midpoint Theorem - The line joining the midpoints of two sides of a triangle is parallel to the third side and half of it.)</p>\r\n</blockquote>\r\n\r\n<p><img alt=\"L14Image1\" src=\"/media/d/8/e/61faa0ce6a9c272c13c6e75425b5858ccec0cb29c9b1107e0e50c6df2c23c.png\" width=\"600\" /><br />\r\n&nbsp;</p>",
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1.2
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@This document (కార్యకలాపం 1:  ఒక ఋజువును వ్రాయడం) is lastly updated by administrator status:PUBLISHED on 17 June 2017
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1.1
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@Initial revision
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