Infinite Series

Intermediate Exercise


Create a Function where the user enters $n$ numbers of terms desired for a series and is returned its sum, the series being the following: $$S={1 \over 1^3} - {1 \over 3^3} + {1 \over 5^3} - {1 \over 7^3}+...$$

Suggested Concepts:

Remember that in most cases there is more than one way to solve the exercise.

Hint: Create a Loop with a given "$n$" and try to realize the pattern that exists in the series to be replicated.

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