Hello.
I am having trouble proving this problem.
Let (xn) be a sequence of positive numbers such that lim [(xn)^(1/n)] exists and equals a. a is greater than 0, but less than 1. Prove that lim (xn) = 0.
The limits are to inf.
Thank you.
Timothy.
Hello.
I am having trouble proving this problem.
Let (xn) be a sequence of positive numbers such that lim [(xn)^(1/n)] exists and equals a. a is greater than 0, but less than 1. Prove that lim (xn) = 0.
The limits are to inf.
Thank you.
Timothy.