Let a, b belong to N and let p be a prime. Prove that vppp (a+b) >= min({v(a), v(b)}).
Let a, b belong to N and let p be a prime. Prove that vppp
(a+b) >= min({v(a), v(b)}).
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Let a, b belong to N and let p be a prime. Prove that vppp (a+b) >= min({v(a), v(b)}).
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