How do you find the sum of the series?
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Give the sum of the following series:
a. SUM(as n=1, goes to infinity) pi^n / 4^n_1
b. SUM(as n=1, goes to infinity) 1/(n+1) - I/n
Indicate whether the following series are convergent or divergent. Indicate the test you apply to support your conclusion.
a. SUM(as n=1, goes to infinity) 2/(n-1)
b. SUM(as n=2, goes to infinity) 1/(n^2)(ln n)
c. SUM(as n=1, goes to infinity) 3^n/n!
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This solution looks at convergent and divergent series in an attached Word document.
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