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r s t q 为正整数,r和t为不相等质数,问r/t 和s/q是否相等
1)s和q为偶数(好像是偶数。。)
2)t不是q的因子。。(好像是这样的)
Assume r = 2, t = 3 1) if s = 4 and q = 6, then r/t = s/q. If s = 6 and q = 4, then r/t does not equal s/q 2) if r/t = s/q, then rq = st, then s = (rq)/t. Since r is a prime number, t is not a factor of r. If t is not a factor of q, then (rq)/t is not an integer. Therefore, r/t does not equal s/q
Basically for r/t = s/q to work if r and t are prime numbers, t has to be a factor of q and r has to be a factor of s. |
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