test

[{"_1":2,"_189":-5,"_190":-5},"loaderData",{"_3":4,"_17":18,"_188":-5},"root",{"_5":6,"_16":-7},"allTopics",[7],{"_8":9,"_10":11,"_12":13,"_14":15},"id",2,"title","قدرات عامة","slug","قدرات-عامة","description","اختبار القدرات للمرحلة الثانوية هو اختبار يقيس القدرة على الفهم والتطبيق والاستدلال والتحليل لدى الطالب من خلال اللغة والرياضيات، و معرفة قابلية الطالب للتعلم","expId","routes/_visitor.question.$slug",{"_19":20,"_75":76,"_168":169,"_184":185,"_187":101},"questionDetails",{"_8":21,"_22":23,"_24":25,"_10":26,"_12":27,"_28":29,"_30":31,"_32":-5,"_33":-5,"_34":35,"_36":35,"_37":-5,"_38":39,"_53":54,"_58":59,"_63":64,"_65":66,"_67":68,"_69":35,"_43":70,"_71":72,"_73":74},19413,"type","MULTIPLE_CHOICE","text","أوجد قيمة (س) \n11ef8632_e5ff_d4bf_aef9_25a240afe607_00","أوجد قيمة (س) أ- ٢٠ ب- ٣٠ ج- ١٠ د- ١٥","19413-أوجد-قيمة-(س)-٣٠-٢٠-١٠-١٥","order",348,"unit_id",7,"comparison_value1","comparison_value2","has_text_explanation",true,"has_video_explanation","question_group","question_options",[40,44,47,50],{"_8":41,"_24":42,"_43":42},77199,"٣٠","renderedText",{"_8":45,"_24":46,"_43":46},77209,"٢٠",{"_8":48,"_24":49,"_43":49},77217,"١٠",{"_8":51,"_24":52,"_43":52},77224,"١٥","previous_question",{"_8":55,"_22":23,"_24":56,"_12":57,"_10":-5,"_32":-5,"_33":-5,"_34":-5,"_36":-5,"_30":-5,"_37":-5},19412,"إذا كان (أب) ينصف زاوية ( د ب ج )، (ب ج) ينصف زاوية (أ ب ه ) ، أوجد (أ ب د)؟\n11ef8629_8ea6_2919_aef9_3dd61f7ca752_00","19412-إذا-كان-(أب)-ينصف-زاوية-(-د-ب-ج-)-(ب-ج)-ينصف-زاوية-(أ-ب-ه-)-أوجد-(أ-ب-د)-٦٠-٣٠-٤٥-٥٠","next_question",{"_8":60,"_22":23,"_24":61,"_12":62,"_10":-5,"_32":-5,"_33":-5,"_34":-5,"_36":-5,"_30":-5,"_37":-5},19416,"أوجد قيمة (س)\n11ef8640_f754_2395_b579_f3ae1bf57caf_00","19416-أوجد-قيمة-(س)-٢٠٠-١٥٠-١٦٠-٢٢٠","total_questions_number",2120,"unitTitle","هندسي","sectionTitle","كمي","canExpandImages","أوجد قيمة (س)

test

$\"\"/$

","encodedPrevQuestionSlug","19412-%D8%A5%D8%B0%D8%A7-%D9%83%D8%A7%D9%86-(%D8%A3%D8%A8)-%D9%8A%D9%86%D8%B5%D9%81-%D8%B2%D8%A7%D9%88%D9%8A%D8%A9-(-%D8%AF-%D8%A8-%D8%AC-)-(%D8%A8-%D8%AC)-%D9%8A%D9%86%D8%B5%D9%81-%D8%B2%D8%A7%D9%88%D9%8A%D8%A9-(%D8%A3-%D8%A8-%D9%87-)-%D8%A3%D9%88%D8%AC%D8%AF-(%D8%A3-%D8%A8-%D8%AF)-%D9%A6%D9%A0-%D9%A3%D9%A0-%D9%A4%D9%A5-%D9%A5%D9%A0","encodedNextQuestionSlug","19416-%D8%A3%D9%88%D8%AC%D8%AF-%D9%82%D9%8A%D9%85%D8%A9-(%D8%B3)-%D9%A2%D9%A0%D9%A0-%D9%A1%D9%A5%D9%A0-%D9%A1%D9%A6%D9%A0-%D9%A2%D9%A2%D9%A0","relatedQuestions",[77,96,114,132,150],{"_8":78,"_22":23,"_24":79,"_12":80,"_10":81,"_30":31,"_32":-5,"_33":-5,"_34":35,"_36":35,"_37":-5,"_38":82,"_43":95},19226,"احسب طول (أ ب)\n11ef8639_8621_9450_aef9_39056a64ff37_00","19226-%D8%A7%D8%AD%D8%B3%D8%A8-%D8%B7%D9%88%D9%84-(%D8%A3-%D8%A8)-%D9%A4-%D9%A6-%D9%A8","احسب طول (أ ب) أ- ٨ ب- ٨√(٣) ج- ٤ د- ٦",[83,86,89,92],{"_8":84,"_24":85},76474,"٨",{"_8":87,"_24":88},76457,"\\rtl{٨\\sqrt٣}",{"_8":90,"_24":91},76463,"٤",{"_8":93,"_24":94},76468,"٦","احسب طول (أ ب) $\"\"$ ",{"_8":97,"_22":23,"_24":98,"_12":99,"_10":100,"_30":31,"_32":-5,"_33":-5,"_34":35,"_36":101,"_37":-5,"_38":102,"_43":113},19411,"أوجد طول (أ ب)\n11ef863b_a932_dd15_b579_e75739a25400_00","19411-%D8%A3%D9%88%D8%AC%D8%AF-%D8%B7%D9%88%D9%84-(%D8%A3-%D8%A8)-%D9%A9-%D9%A8-%D9%A7-%D9%A6","أوجد طول (أ ب) أ- ٩ ب- ٨ ج- ٧ د- ٦",false,[103,106,108,111],{"_8":104,"_24":105},77220,"٩",{"_8":107,"_24":94},77195,{"_8":109,"_24":110},77204,"٧",{"_8":112,"_24":85},77212,"أوجد طول (أ ب) $\"\"$ ",{"_8":115,"_22":23,"_24":116,"_12":117,"_10":118,"_30":31,"_32":-5,"_33":-5,"_34":35,"_36":101,"_37":-5,"_38":119,"_43":131},19381,"في الشكل التالي ( Δ أ ب ج ) متطابق الأضلاع ، (أب =١٥) ،(أع = ١٢) أوجد محيط (Δ ع ب ص) 11ef863e_71fc_9e73_b579_b7d3a9089367_00","19381-%D9%81%D9%8A-%D8%A7%D9%84%D8%B4%D9%83%D9%84-%D8%A7%D9%84%D8%AA%D8%A7%D9%84%D9%8A-(-%CE%94-%D8%A3-%D8%A8-%D8%AC-)-%D9%85%D8%AA%D8%B7%D8%A7%D8%A8%D9%82-%D8%A7%D9%84%D8%A3%D8%B6%D9%84%D8%A7%D8%B9-(%D8%A3%D8%A8-=%D9%A1%D9%A5)-(%D8%A3%D8%B9-=-%D9%A1%D9%A2)-%D8%A3%D9%88%D8%AC%D8%AF-%D9%85%D8%AD%D9%8A%D8%B7-(%CE%94-%D8%B9-%D8%A8-%D8%B5)-%D9%A2%D9%A4-%D9%A4%D9%A8-%D9%A1%D9%A2-%D9%A9","في الشكل التالي ( Δ أ ب ج ) متطابق الأضلاع ، (أب =١٥) ،(أع = ١٢) أوجد محيط (Δ ع ب ص) أ- ٤٨ ب- ١٢ ج- ٢٤ د- ٩",[120,122,125,128],{"_8":121,"_24":105},77083,{"_8":123,"_24":124},77085,"٢٤",{"_8":126,"_24":127},77088,"٤٨",{"_8":129,"_24":130},77093,"١٢","في الشكل التالي ( Δ أ ب ج ) متطابق الأضلاع ، (أب =١٥) ،(أع = ١٢) أوجد محيط (Δ ع ب ص) $\"\"$ ",{"_8":133,"_22":23,"_24":134,"_12":135,"_10":136,"_30":31,"_32":-5,"_33":-5,"_34":35,"_36":35,"_37":-5,"_38":137,"_43":149},19276,"أوجد قيمة (س)\n11ef8629_3909_a813_aef9_c1a2e6d6fd53_00","19276-%D8%A3%D9%88%D8%AC%D8%AF-%D9%82%D9%8A%D9%85%D8%A9-(%D8%B3)-%D9%A8-%D9%A6%D9%A0-%D9%A3%D9%A2-%D9%A1%D9%A6","أوجد قيمة (س) أ- ٦٠ ب- ٨ ج- ١٦ د- ٣٢",[138,141,143,146],{"_8":139,"_24":140},76658,"١٦",{"_8":142,"_24":85},76662,{"_8":144,"_24":145},76669,"٣٢",{"_8":147,"_24":148},76676,"٦٠","أوجد قيمة (س) $\"\"$ ",{"_8":151,"_22":23,"_24":152,"_12":153,"_10":154,"_30":31,"_32":-5,"_33":-5,"_34":35,"_36":101,"_37":-5,"_38":155,"_43":167},19388,"أوجد س + ص11ef86c5_c649_f674_b42c_1770253d4a36_00","19388-%D8%A3%D9%88%D8%AC%D8%AF-%D8%B3-%2B-%D8%B5-%D9%A1%D9%A2%D9%A0-%D9%A1%D9%A0%D9%A0-%D9%A6%D9%A0-%D9%A8%D9%A0","أوجد س + ص أ- ١٠٠ ب- ٦٠ ج- ١٢٠ د- ٨٠",[156,159,161,164],{"_8":157,"_24":158},77103,"٨٠",{"_8":160,"_24":148},77111,{"_8":162,"_24":163},77119,"١٠٠",{"_8":165,"_24":166},77127,"١٢٠","أوجد س + ص $\"\"$ ","detailedAnswer",[170,178,180,182],{"_8":51,"_24":52,"_171":35,"_172":173,"_177":-5},"is_correct","question_option_details",[174],{"_8":175,"_24":176},15273,"الإجابة الصحيحة هي : ١٥\nقاعدة: (قياس الزاوية المحيطية = نصف قياس الزاوية المركزية المشتركة معها في القوس)\nالزاوية المحيطية = \\rtl{\\frac١٢\\;\\times\\;} الزاوية المركزية\n٣٠ = \\rtl{\\frac١٢\\;\\times\\;} الزاوية المركزية\nالزاوية المركزية = ٣٠ × ٢= ٦٠\nالأضلاع من مركز الدائرة إلى الدائرة هما أنصاف أقطار بالتالي المثلث متطابق الضلعين\nمن خصائص المثلث المتطابق الضلعين أن زاويتا القاعدة متطابقتان\nزاويتا القاعدة في المثلث + زاوية رأس المثلث = ١٨٠\nزاويتا القاعدة في المثلث = ١٨٠ - ٦٠ = ١٢٠\nالزاوية قاعدة المثلث = ١٢٠ ÷ ٢ = ٦٠\nالمثلث الكبير : \nأضلاعه متطابقة أي زاويتا القاعدة متطابقتان\n٣٠ + زاويتا القاعدة = ١٨٠\nزاويتا القاعدة = ١٨٠ - ٣٠ = ١٥٠\nزاوية القاعدة الواحدة = ١٥٠ ÷ ٢ = ٧٥\nالزاوية س = زاوية القاعدة في المثلث الكبير - زاوية القاعدة في المثلث الصغير\nالزاوية س = ٧٥ - ٦٠ = ١٥","has_access",{"_8":48,"_24":49,"_171":101,"_172":179,"_177":-5},[],{"_8":45,"_24":46,"_171":101,"_172":181,"_177":-5},[],{"_8":41,"_24":42,"_171":101,"_172":183,"_177":-5},[],"imagesURLs",[186],"https://tafawaq.sa/images/11ef8632_e5ff_d4bf_aef9_25a240afe607_00.jpg","isMobile","routes/_visitor","actionData","errors"]