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13 Nov 2019
Can someone help me with this question, please?
Problem 2: Here is another power series: o0 TL n.x. n-0 (a) Does this series converge or diverge whenr 1? (Justify your answer using any of the convergence tests we've learned.) (b) Can you find some value of z that makes the series converge? When you've found one, use one of our convergence tests to confirm that the series really does converge when r is equal to that value. (c) Which values of r do you think make this series converge, and which values make it diverge?
Can someone help me with this question, please?
Problem 2: Here is another power series: o0 TL n.x. n-0 (a) Does this series converge or diverge whenr 1? (Justify your answer using any of the convergence tests we've learned.) (b) Can you find some value of z that makes the series converge? When you've found one, use one of our convergence tests to confirm that the series really does converge when r is equal to that value. (c) Which values of r do you think make this series converge, and which values make it diverge?
Nelly StrackeLv2
10 Jan 2019