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Find the sum of the given infinite geometric series

Please help Find the sum of the given infinite geometric series-example-1

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5 votes

Answer:

A)
33.66

Explanation:

The sum of an infinite geometric series in the form of
\displaystyle \sum_(n=0)^\infty ar^n is equivalent to
\displaystyle S_(\infty)=(a_1)/(1-r) where
r is the common ratio and
a_1 is the first term.

Hence,
\displaystyle S_(\infty)=(a_1)/(1-r)=(34)/(1-(-0.01))=(34)/(1.01)\approx33.66

User Bill P
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