Find the sum of the following geometric series If it is divergent, type diverges n 0 5 3 n 5 n If the series converges, please give the exact value of the sum, not an approximation ( Remember that Edfinity doesn't require you to simplify ) Sum

Question

Find the sum of the following geometric series  If it is divergent, type  diverges   n   0 5   3 n 5 n If the series converges, please give the exact value of the sum, not an approximation  ( Remember that Edfinity doesn't require you to simplify  ) Sum

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Question

Find the sum of the following geometric series. If it is divergent, type diverges. n = 0 5 * 3 n 5 n If the

Find the sum of the following geometric series. If it is divergent, type "diverges".

$_{n = 0}^{} 5 * \frac{3^{n}}{5^{n}}$

If the series converges, please give the exact value of the sum, not an approximation. $($ Remember that Edfinity doesn't require you to simplify. $)$

Sum:

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