Evaluate the geometric series. Leave the answer in terms of unsimplified powers of the common ratio.
$ \sum_{k=1}^{59} \frac{8}{3^{k}} $

Name: Evaluate the geometric series. Leave the answer in terms of unsimplified powers of the common ratio. $ \sum_{k=1}^{59} \frac{8}{3^{k}} $
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Question

Evaluate the geometric series. Leave the answer in terms of unsimplified powers of the common ratio.
 $ \sum_{k=1}^{59} \frac{8}{3^{k}} $

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The Answer of Evaluate the geometric series. Leave the answer in terms of unsimplified powers of the common ratio.
 $ \sum_{k=1}^{59} \frac{8}{3^{k}} $

Evaluate the Geometric Series ∑k=15983k \sum_{k=1}^{59} \frac{8}{3^{k}} ∑k=159​3k8​

Evaluate the Geometric Series $\sum_{k=1}^{59} \frac{8}{3^{k}}$