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","detailedAnswer",[330,335,337,339],{"_8":73,"_54":74,"_331":41,"_332":333,"_334":-5},"is_correct","question_option_details",[],"has_access",{"_8":77,"_54":78,"_331":41,"_332":336,"_334":-5},[],{"_8":80,"_54":81,"_331":41,"_332":338,"_334":-5},[],{"_8":83,"_54":84,"_331":19,"_332":340,"_334":-5},[341],{"_8":342,"_54":343,"_344":-5,"_345":-5},47626,"الشكل رباعي مقسوم بقطر مائل من الزاوية اليسرى السفلى إلى الضلع العلوي.\nالمثلث على اليسار فيه:\nزاوية علوية = ١٠٠°\nضلعان عليهما علامة تساوي → مثلث متساوي الساقين\nبالتالي قيمة كل زاوية من زوايا القاعدة كالتالي \nمجموع زوايا المثلث ١٨٠\nزاويتا القاعدة متساويتان فيكون ١٨٠ = زاويتا القاعدة + ١٠٠\nقيمة كل من زوايتا القاعدة = ٤٠\n**في الجهة اليمنى هناك شكل رباعي \nالزاوية \"ص\" موجودة داخل الشكل الرباعي على اليمين.\nالمطلوب: مقارنة ص مع ٤٠.\nص موجودة بالشكل الرباعي وغير معروف زوايا او معطيات اخرى داخل الشكل لايجاد باقي المجاهيل واستخراج قيمة ص بالتالي المعطيات غير 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