If n is a positive integer, prove that3^(3n) - 26n - 1 is divisible by 676

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If \( n \) is a positive integer, prove that \( 3^{3 n}-26 n-1 \) is divisible by 676 .If \( n \) is a positive integer, prove that \( 3^{3 n}-26 n-1 \) is divisible by 676 .
It `n` is a positive integer, prove that `3^(3n)-26n-1` is divisible by `676.`It `n` is a positive integer, prove that `3^(3n)-26n-1` is divisible by `676.`
By using binomial theorem, prove that : \( 3^{3 n}-26 n-1 \) is divisible by 676 , for all \( n ...By using binomial theorem, prove that : \( 3^{3 n}-26 n-1 \) is divisible by 676 , for all \( n ...
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