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١٢٢",[305,307,310,313],{"_8":306,"_33":180},153116,{"_8":308,"_33":309},153113,"١٥١",{"_8":311,"_33":312},153114,"١٢٢",{"_8":314,"_33":315},153115,"١٢١",[],{"_118":318},[122,187],"في الشكل التالي : $\"\"$ $\"\"/$ $\"\"/$ $\"\"/$ ،اوجد قيمة س","detailedAnswer",[322,332,334,336],{"_8":59,"_33":60,"_323":19,"_324":325,"_331":-5},"is_correct","question_option_details",[326],{"_8":327,"_33":328,"_329":-5,"_330":-5},40030,"القيمة الأولى:\nالزاوية ص تقع في مثلث قائم الزاوية فيه زاوية \\rtl{٣٠\\;^\\circ} وأخرى \\rtl{٩٠\\;^\\circ}\nوبما أن مجموع زوايا المثلث = \\rtl{١٨٠\\;^\\circ} فإن الزاوية ص:\nص = ١٨٠ - ٩٠ -٣٠ = \\rtl{٦٠\\;^\\circ}\nالقيمة الأولى = ٦٠ + ١٥ = ٧٥\nالقيمة الثانية:\nالمثلث فيه زاويتان متساويتان كل منهما س (مثلث متساوي الساقين) وزاوية قائمة \\rtl{٩٠\\;^\\circ}\nس + س + ٩٠ = ١٨٠\n٢ س + ٩٠ = ١٨٠ \n٢ س = ١٨٠ - ٩٠ \n٢ س = ٩٠ \n\\rtl{س\\;=\\;\\frac{٩٠}٢\\;=\\;٤٥\\;^\\circ}\nالقيمة الثانية = ٤٥ + ٣٠ = ٧٥\n٧٥ = ٧٥ \nإذاً القيمتان متساويتان","entity_id","entity_user_id","has_access",{"_8":52,"_33":53,"_323":21,"_324":333,"_331":-5},[],{"_8":62,"_33":63,"_323":21,"_324":335,"_331":-5},[],{"_8":56,"_33":57,"_323":21,"_324":337,"_331":-5},[],"imagesURLs",[340],"https://tafawaq.sa/images/11efe15c_ae57_4369_bf0a_4bf9cc4b1aa2_00.jpg","isMobile","questionId","streamId","routes/_visitor","actionData","errors"]

في الشكل التالي :testقارن بين :

في الشكل التالي :
test

قارن بين :