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Answer:
Step-by-step explanation:
1) In a telescoping series almost every term cancels either with a prior or with the subsequent term. To determine if a Series converges to a finite value or infinite value we need to calculate its partial sum.
2) So let's start with this sum:
3) Let's sum its partial sum to find out if it converges or diverges, i.e.:
4) The value for this
Then this Telescoping Series is divergent, because it does not converge to a finite value.