Convergence, Divergence and Sums of Series
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Solution Summary
The solution assists with determining the convergence, divergence and the sums of series.
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It is not clear from you assignment whether you have already learned that
sum_{k=0}^infinity (x^k/k!) = e^x = exp(x)
If you did not study it yet, disregard my regards involving e^x below.
Question 1:
You did it correctly.
Since the term sign alternates and the term absolute value tends to 0 monotonously, the last term taken into ...
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