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<h1 align=center dir=RTL
<span
<p
10.0pt;font-family:"Traditional Arabic"’>مثلما أراحت المخترعات الإنسان من
العناء <span
<p
lang=AR-SA
القصة التالية: كان جاوس طالبا في الصف <span
انهمك الطلاب في العمل الشاق لكن جاوس استخرج الجواب بسرعة واخبر المعلم بأن
المجموع هو <span
طريقة الطالب في الحل وتنبأ له بمستقبل زاهر. لم يخيب جاوس أمل معلمه فقد أصبح من
كبار علماء الرياضيات والفيزياء.<o:p></o:p></span></p>
<p
10.0pt;font-family:"Traditional Arabic"’>والآن ما باقي قسمة ق(س)= س<sup>500</sup>
على س </span><span dir=LTR></span><span dir=LTR
dir=LTR></span>–</span><span dir=RTL></span><span lang=AR-SA
16.0pt;mso-ansi-font-size:10.0pt;font-family:"Traditional Arabic"’><span
dir=RTL></span> <span
AR-JO’><span
<p
10.0pt;font-family:"Traditional Arabic"’>هل تحب إن تكون مثل جاوس أم أن عليك أن
تحل هذه المسألة بطريقة القسمة الطويلة أو القسمة التركيبية. <span
عقلك لعلك نريح نفسك من عناء أي من الطريقتين. تابع معنا لتعرف كيف يمكن للعقل <span
<p
10.0pt;font-family:"Traditional Arabic"’>استخدم القسمة التركيبية لإيجاد باقي
قسمة</span><span lang=AR-JO
font-family:"Traditional Arabic";mso-bidi-language:AR-JO’> <span
lang=AR-SA
أ <sub>ر</sub> س <span
</span>على</span> س-ب (حيث ر = 1، 2، 3، </span><span dir=LTR></span><span
dir=LTR
dir=RTL></span><span lang=AR-SA
10.0pt;font-family:"Traditional Arabic"’><span dir=RTL></span>، حنى تكتشف
النمط)<span
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