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Proof by Induction : Prove that 3^(3n-2) + 3^(6n+1) +1 can be divided by 13 with no remainder for any integer n.

Prove that 3^(3n-2) + 3^(6n+1) +1 can be divided by 13 with no remainder for any integer n.

Solution Summary

It is proven by induction that 3^(3n-2) + 3^(6n+1) +1 can be divided by 13 with no remainder for any integer n. The solution is detailed and well presented.

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