What is the summation of agp series up to infinity.
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What is the summation of agp series up to infinity.
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Answer:
The sum of infinite terms of an AGP is given by S ∞ = a 1 − r + d r ( 1 − r ) 2 S_{\infty}=\dfrac{a}{1-r}+\dfrac{dr}{(1-r)^2} S∞=1−ra+(1−r)2dr , where ∣ r ∣ < 1 |r|<1 ∣r∣<1.
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