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1.2.8 Problem Let p be a prime. Let f(x) = c +ex+ ... + crt" be any polynomial in x. Suppose that the polynomial congruence S(x) = 0(modp) has more than n solutions. Then each cis divisible by p.
1.2.8 Problem Let p be a prime. Let f(x) = c +ex+ ... + crt" be any polynomial in x. Suppose that the polynomial congrue
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1.2.8 Problem Let p be a prime. Let f(x) = c +ex+ ... + crt" be any polynomial in x. Suppose that the polynomial congrue
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