I have already proved using the integral test that the follwing series converges sum from n=1 to infinity (6)/((5n+5)(n+2)) The answer I derived from the integral test which was a positive finite number was (-6/5)ln(2/3) or approximately 048656 I need to find the value that the above series converges to. How would I do this? Please show detailed explanations. This is the 3rd time I have asked this question. The first response was difficult to understand and the second response to showed me using the comparison test the series converges which I already knew. Is there a way to find the value the series converges to using the remainder estimate for the integral test? If so please demonstrate with detailed explanations.
I have already proved using the
sum from n=1 to infinity (6)/((5n+5)(n+2))
The answer I derived from the integral test which was a positive finite number was (-6/5)ln(2/3) or approximately 048656
I need to find the value that the above series converges to. How would I do this? Please show detailed explanations. This is the 3rd time I have asked this question. The first response was difficult to understand and the second response to showed me using the comparison test the series converges which I already knew.
Is there a way to find the value the series converges to using the remainder estimate for the integral test? If so please demonstrate with detailed explanations.
Trending now
This is a popular solution!
Step by step
Solved in 3 steps
