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Geometric series question
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to be continued........I hope!
So the limit of a geometric series of the form \[C*R^2\] is \[\frac{first term}{1-R}\]
what about \[C*R^{2n}\]
whoops, typo, that should have been R^n, not R^2
or maybe \[C*R^{2n+1}\]
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the geometric progression or series members are related to their adjacent members by a common ratio (CR) 2, 4, 8, 16, 32 the CR is 2.
However, I can not help you finding the limit of a sequence. Sounds like a good question for amistre.
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