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What is the value of a15 if a12= 1.7 and the recursive form of a geometric sequence is an= -3an-1?
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\(a_{\color{red}{n}}=-3a_{\color {blue}{n-1}}\) so, if n =15, then n-1=14, right? You have \(a_{\color{red}{15}}=-3a_{\color {blue}{14}}\) and then go back one more step \(a_{\color{red}{14}}=-3a_{\color {blue}{13}}\) and then \(a_{\color{red}{13}}=-3a_{\color {blue}{12}}\)
Now, you know that \(a_{12}=1.7\) so, just calculate back to get \(a_{15}\)
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