Question

Find the radius of convergence for the following infinite series: Sum from n=1 to infinity fo (n!/n^n)(x^n)

Answer 1

n+1. → 1. 3. If 0 <x< 1, then the geometric series. ∑∞ n=0 xn converges to 1. 1−x ... n=1 | an | converges the sequence of partial sums of.

Answer 2

Find the radius of convergence for the following infinite series: Sum from n=1 to infinity fo (n!/n^n)(x^n).