Question: (b) Prove that if there exist positive integers m, n satisfying the equation 3m = n2 - 40, then m must be even. Hence find

 (b) Prove that if there exist positive integers m, n satisfying

(b) Prove that if there exist positive integers m, n satisfying the equation 3m = n2 - 40, then m must be even. Hence find all positive integral solutions of the equation 3m = n2 - 40

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