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10 Nov 2019
I need a paragraph or so about the conceptualunderstanding of this problem. Also, of course I need the workedout solution.
Please, keep it simple. Thank you.
? Use the comparison or limit comparison test to decide if the following series converge. infinity n = 1 4 - sin n/n2 + 1 ; infinity n = 1 4 - sin n/2n + 1. For each series which converges, give an approximation of its sum. together with an error estimate, as follows. First calculate the sum s5 of the first 5 terms. Then estimate the "tail" infinity n = 6 an by comparing it with an appropriate improper integral or geometric series.
I need a paragraph or so about the conceptualunderstanding of this problem. Also, of course I need the workedout solution.
Please, keep it simple. Thank you.
Please, keep it simple. Thank you.
?
Use the comparison or limit comparison test to decide if the following series converge. infinity n = 1 4 - sin n/n2 + 1 ; infinity n = 1 4 - sin n/2n + 1. For each series which converges, give an approximation of its sum. together with an error estimate, as follows. First calculate the sum s5 of the first 5 terms. Then estimate the "tail" infinity n = 6 an by comparing it with an appropriate improper integral or geometric series.
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