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Yahoo!奇摩知識+ - 分類問答 - 科學常識 - 發問中
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請教同餘原理的證明
Jun 29th 2013, 04:31

同餘原理:
 
設正整數x、y除以b之餘數分別為p、q,則

1. (x+y)除以b之餘數=(p+q)除以b之餘數。【相加→餘數相加】
 
2. (x-y)除以b之餘數=(p-q)除以b之餘數。【相減→餘數相減】
 
3. (xy)除以b之餘數=(pq)除以b之餘數。【相乘→餘數相乘】
 
4. (x^n)除以b之餘數=(p^n)除以b之餘數。【次方→餘數次方】

關於這些性質,應該如何證明? 請高手指教,感激不盡! 

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