Assume that a & b integers not divisible by p then show that if a^p = b^p (mod p), then a=b (mod p)

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Assuming that a and b are integers not divisible by the prime p, establish (a) If a^p=b^p(mod p) .. Assuming that a and b are integers not divisible by the prime p, establish (a) If a^p=b^p(mod p) ..
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