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      <title>ما هو علم الاجتماع؟ by </title>
      <link>https://padlet.com/lobna_choukeir/8klvvw7y2ddq</link>
      <description>حدد مفهوم الاندماج الاجتماعي؟</description>
      <language>en-us</language>
      <pubDate>2018-06-19 09:00:24 UTC</pubDate>
      <lastBuildDate>2025-11-02 01:57:20 UTC</lastBuildDate>
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         <link>https://padlet.com/lobna_choukeir/8klvvw7y2ddq/wish/267763319</link>
         <description><![CDATA[<div>lobna<br><strong>ما هو التعلم المتمايز؟</strong><br>يقوم المبدأ الرئيسي للتعليم المتمايز على أن التعلم هو لجميع الطلاب بغض النظر عن مستوى مهاراتهم أو خلفياتهم، وهو يفترض أن كل غرفة صف تحوي طلاب مختلفين في قدراتهم الأكاديمية وأنماط التعلم وشخصياتهم واهتماماتهم وخلفيتهم المعرفية وتجاربهم ودرجات التحفيز للتعلم لديهم. يمثل التعليم المتمايز، بشكل أساسي، عملية تدريس الطلاب ذوي القدرات المختلفة في الصف عينه.<br> <strong>التعليم المتمايز:</strong>هو تعليم يهدف الى رفع مستوى جميع الطلبة, وليس الطلبة الذين يواجهون مشكلات بالتحصيل انه سياسة مدرسية تأخذ باعتبارها خصائص الفرد وخبراته السابقة وهدفها زيادة امكانات وقدرات الطالب, ان النقطة الاساسية في هذه السياسة هي توقعات المدرسين من الطلبة واتجاهات الطلبة نحو امكاناتهم وقدراتهم.</div>]]></description>
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         <pubDate>2018-06-19 09:43:09 UTC</pubDate>
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         <author>lobna_choukeir</author>
         <link>https://padlet.com/lobna_choukeir/8klvvw7y2ddq/wish/268488329</link>
         <description><![CDATA[<div><strong>لماذا يعتبر التعليم المتمايز مهماً اليوم؟</strong></div><ul><li>يؤهل المعلمين لفتح فرص تعلم لجميع الطلاب، وذلك بتوفير تجارب تعلّم مختلفة.</li><li>يسمح للمعلمين بوضع الممارسات الأفضل المستندة إلى البحث في سياق ذي معنى بالنسبة للتعلّم.</li><li>يساعد المعلمين على فهم واستخدام التقييم كأداة مهمة لتحريك التعليم.</li><li>يضيف استراتيجيات تعليمية جديدة للمعلمين 'صناديق أدوات'، وذلك بتقديم أو دعم تقنيات لمساعدة المعلمين في التركيز على أساسيات المنهاج الدراسي.</li><li>يقدم للمديرين والمعلمين والطلاب نظام إدارة تعليمي يكون أكثر فاعلية في تحقيق متطلبات الاختبار عالي المستوى.</li><li>يلبي متطلبات المنهاج الدراسي بطريقة ذات معنى لتحقيق نجاح الطلاب.</li><li>الفرق بين التعليم العادي والتعليم المتمايز.</li><li>التعليم العادي.</li><li>نفس المثير نفس المهمة نفس المخرجات.</li></ul>]]></description>
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         <pubDate>2018-06-25 16:28:48 UTC</pubDate>
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         <author>lobna_choukeir</author>
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         <pubDate>2018-06-25 16:43:49 UTC</pubDate>
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         <title></title>
         <author>lobna_choukeir</author>
         <link>https://padlet.com/lobna_choukeir/8klvvw7y2ddq/wish/268562034</link>
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&quot;,&quot;width&quot;:251}" 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" 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         <enclosure url="" />
         <pubDate>2018-06-26 07:02:38 UTC</pubDate>
         <guid>https://padlet.com/lobna_choukeir/8klvvw7y2ddq/wish/268562034</guid>
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