Find the sum of the following series to infinity :
8 +
+ 4 + …. ∞
We observe that the above progression possess a common ratio. So it is a geometric progression.
Common ratio = r = ![]()
Sum of infinite GP =
,where a is the first term and r is the common ratio.
Note: We can only use the above formula if |r|<1
Clearly, a = 8 and r = ![]()
⇒ sum = ![]()
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