If sum of first four terms of a geometric series is 3030 and sum of the series to infinity is 3232, find the difference between the sum of the series to infinity and the sum of its first eight terms?
1 Answer
The difference between the sum to infinity and the sum of the first eight terms is
Explanation:
A geometric series is one in which ratio of a term to its preceding term, generally described as
It is mentioned that sum to infinity is
Further, sum of first
Hence, as
First
=
=
Hence, the difference between the sum to infinity, which is