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/ الآن نحسب $16 \mod 8$:
الآن نحسب $16 \mod 8$:
February 22, 2026
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نحسب كل عدد modulo $8$:
\mod 8 = 5,\quad 12347 \mod 8 = 7,\quad 12349 \mod 8 = 1,\quad 12351 \mod 8 = 3
+ 7 + 1 + 3 = 16
\mod 8 = 0
إذن، الباقي هو $\boxed{0}$.
السؤال: ما هو العدد العشري الذي يمثله العدد الثماني $321_8$؟
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