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Solve by unfolding: a0 = 2, and, for n > 0, an = 7an-1 + 3. Hint: This one will involve applying the geometric sum formula
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I got to 3 + 3(7) + 3(7^2) + 3(7^3)...+7^n x (2) but I can't seem to simplify....
assuming you are correct, use \[1+7+7^2+...+7^n=\frac{7^{n+1}-1}{7-1}\]
So I would then have with my formula... \[3(\frac{ 7^{n+1}-1 }{ 6}) + 2 (7^{n})\]
I think it needs simplified some more...
And are you sure it's not \[3 (\frac{ 7^{n}-1 }{ 6 })\]
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