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if n is a positive integer and k+2=3^n, which of the following could not be a value of k? A 1 B 4 C 7 D 5 E 25
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3 is odd. 3^n is odd for all values of n>0 k+2 is odd if k is odd, and k+2 is even if k is even.
To me, I rather test one by one from the option than follow that rule. counterexample: 9 is odd, but 9+2 =11 and there is no n satisfy 3^n =11.
As long as we know that the right-hand side (3^n) is always odd, the rest could be solved by inspection.
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