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What is the sum of this geometric series? 1/3-1/9+1/27-1/81+...
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formula for sum of geometric series \[S = \frac{a(1-r^{n})}{1-r}\] a = 1st term r = ratio n = num of terms
in this case n is infinity , i assume "..." means it goes on forever
a = 1/3 r = -1/3
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