سلسلة تمارين في مجال الظواهر الميكانيكية

الكنوز الدعوية

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للتحضير الجيد للفرض و الاختبار في مادة الفيزياء اليك إخوتي و أخواتي هذه السلسلة من التمارين و الخاصة بالمجال الاول (الظواهر الميكانيكية) و أتمنى ان تنال اعجابكم و تساعدكم في التحضير

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