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أكبر","\\rtl{\\frac{\\sqrt{\\;\\;۲٤\\;\\;}}۲}","\\rtl{\\;\\sqrt{\\;\\;٦\\;\\;}}",[289,291,293,295],{"_8":290,"_54":74},160149,{"_8":292,"_54":78},160150,{"_8":294,"_54":81},160151,{"_8":296,"_54":84},160152,[],{"_145":299},[192],"قارن بين : $\"\"/$ و $\"\"/$ ",{"_8":302,"_52":53,"_54":303,"_12":304,"_10":305,"_60":126,"_127":-5,"_62":9,"_92":9,"_63":-5,"_65":-5,"_67":19,"_68":19,"_69":-5,"_70":306,"_99":317,"_101":41,"_142":41,"_143":318,"_75":321},40791,"إذا كان \\rtl{\\;۲\\;ص\\;=\\;۱٦\\;،\\;۱٥\\;\\sqrt{\\;س\\;}+۳\\;=٦\\;ص\\;} ، أوجد قيمة \\rtl{\\;\\sqrt{\\;س\\;}}","40791-%D8%A5%D8%B0%D8%A7-%D9%83%D8%A7%D9%86-%2B%DB%B3=%D9%A6%D8%B5%7D-%D8%A3%D9%88%D8%AC%D8%AF-%D9%82%D9%8A%D9%85%D8%A9-%7D-%D9%A9-%D9%A1%D9%A2-%D9%A3-%D9%A6","إذا كان ۲ ص = ۱٦ ، ۱٥ √( س +۳ =٦ ص ) ، أوجد قيمة √( س ) أ- ٦ ب- ١٢ ج- ٩ د- ٣",[307,309,312,315],{"_8":308,"_54":134},160125,{"_8":310,"_54":311},160126,"٦",{"_8":313,"_54":314},160127,"٩",{"_8":316,"_54":158},160128,[],{"_145":319},[320,192],5,"إذا كان $\"\"/$ ، أوجد قيمة $\"\"/$ ",{"_8":323,"_52":53,"_54":324,"_12":325,"_10":326,"_60":126,"_127":-5,"_62":9,"_92":9,"_63":-5,"_65":-5,"_67":19,"_68":19,"_69":-5,"_70":327,"_99":340,"_101":41,"_142":41,"_143":341,"_75":343},40773,"إذا كان س، ص عددان موجبان،\\rtl{\\sqrt{\\;س\\;+\\;\\sqrt{\\;ص\\;}}\\;=\\;\\text{عدد صحيح}\\;} ، فإن ( س، ص ) = .....","40773-%D8%A5%D8%B0%D8%A7-%D9%83%D8%A7%D9%86-%D8%B3-%D8%B5-%D8%B9%D8%AF%D8%AF%D8%A7%D9%86-%D9%85%D9%88%D8%AC%D8%A8%D8%A7%D9%86%7D=%7D-%D9%81%D8%A5%D9%86-(-%D8%B3-%D8%B5-)-=-(%D9%A8-%D9%A4)-(%D9%A1%D9%A0-%D9%A9)-(%D9%A7-%D9%A4)-(%D9%A9-%D9%A2","إذا كان س، ص عددان موجبان،√( س + √( ص ) = عدد صحيح ) ، فإن ( س، ص ) = ..... أ- (١٠ ، ٩) ب- (٧ ، ٤) ج- (٩ ، ٢) د- (٨ ، ٤)",[328,331,334,337],{"_8":329,"_54":330},160053,"(١٠ ، ٩)",{"_8":332,"_54":333},160054,"(٩ ، ٢)",{"_8":335,"_54":336},160055,"(٧ ، ٤)",{"_8":338,"_54":339},160056,"(٨ ، ٤)",[],{"_145":342},[192],"إذا كان س، ص عددان موجبان، $\"\"/$ ، فإن ( س، ص ) = .....","detailedAnswer",[346,356,358,360],{"_8":73,"_54":74,"_347":19,"_348":349,"_355":-5},"is_correct","question_option_details",[350],{"_8":351,"_54":352,"_353":-5,"_354":-5},36554,"أولاً، لنبسط الجزء داخل الجذر التربيعي: \\rtl{\\;۹^{\\;٤\\;}\\times\\;\\;۹^{\\;٤\\;}\\;\\;} \nعندما نضرب قوتين لهما نفس الأساس، نجمع الأسس:\n\\rtl{\\;۹^{\\;٤\\;}\\times\\;\\;۹^{\\;٤\\;}\\;\\;=\\;۹^{\\;\\;٤\\;+\\;٤}\\;=\\;۹\\;^{۸\\;}}\nالآن، التعبير يصبح: \\rtl{\\;\\sqrt{\\;\\;۹\\;^{\\;۸\\;}\\;}}\nالجذر التربيعي لقوة هو نصف الأس:\n\\rtl{\\;\\sqrt{\\;\\;۹\\;^{\\;۸\\;}\\;}\\;=\\;{(\\;\\;۹\\;^{\\;۸\\;}\\;)}^\\frac{\\;۱\\;}{\\;۲\\;\\;}\\;=\\;\\;۹^\\frac۸{\\;۲\\;}\\;=\\;\\;۹^{\\;٤\\;}\\;}\nثم نحسب قيمة \\rtl{\\;۹^{\\;٤\\;}\\;} :\n\\rtl{\\;۹^{\\;٤\\;}\\;\\;=\\;٦٥٦۱\\;} \nبالتالي :\nالقيمة الأولى : ٦٥٦١\nالقيمة الثانية : ٢٧ \nإذن القيمة الأولى أكبر","entity_id","entity_user_id","has_access",{"_8":77,"_54":78,"_347":41,"_348":357,"_355":-5},[],{"_8":80,"_54":81,"_347":41,"_348":359,"_355":-5},[],{"_8":83,"_54":84,"_347":41,"_348":361,"_355":-5},[],"imagesURLs",[],"isMobile","questionId","streamId","routes/_visitor","actionData","errors"]