B batonkirby New member Joined Feb 26, 2021 Messages 1 Feb 26, 2021 #1 Does a_n converge (The problem is attached as an image)?? I think I'm supposed to find the limit as n approaches infinity for a_n, but I'm not sure how to evaluate that limit. Could someone help me out? Attachments mathproblem.png 2.8 KB · Views: 0
Does a_n converge (The problem is attached as an image)?? I think I'm supposed to find the limit as n approaches infinity for a_n, but I'm not sure how to evaluate that limit. Could someone help me out?
Steven G Elite Member Joined Dec 30, 2014 Messages 14,603 Feb 26, 2021 #2 e^n = e*e*e*e...*e (n+1)! = 2*3*4*5*....(n+1) What trouble are you having finding this limit? After the 1st term in the fractions, the denominator is larger than the numerator which is always e.
e^n = e*e*e*e...*e (n+1)! = 2*3*4*5*....(n+1) What trouble are you having finding this limit? After the 1st term in the fractions, the denominator is larger than the numerator which is always e.
