If each term in an infinite sequence is found by the equation \(S_x=8^x-6,\) and \(S_1=2,\) is every term in the sequenc

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If each term in an infinite sequence is found by the equation \(S_x=8^x-6,\) and \(S_1=2,\) is every term in the sequence divisible by \(y?\)

(1) \(y\) is an even integer.

(2) At least \(2\) of the first \(4\) terms in the sequence are divisible by \(y.\)

Answer: B

Source: Veritas Prep