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Posted: **Thu Jul 14, 2022 4:36 pm**

: Problem 7 A 6 Pts Use A Series Test To Show That N 1 N3 21 Is A Convergent Series B 10 Pts Use Part A To 1 (9.11 KiB) Viewed 31 times

Problem #7 (a) (6 pts) Use a series test to show that n=1∑∞n3/21 is a convergent series. (b) (10 pts) Use part (a) to determine if n=1∑∞n3/2−61 is convergent.

Answer Happy

Problem #7 (a) (6 pts) Use a series test to show that n=1∑∞​n3/21​ is a convergent series. (b) (10 pts) Use part (a) to

Problem #7 (a) (6 pts) Use a series test to show that n=1∑∞​n3/21​ is a convergent series. (b) (10 pts) Use part (a) to

Problem #7 (a) (6 pts) Use a series test to show that n=1∑∞n3/21 is a convergent series. (b) (10 pts) Use part (a) to

Problem #7 (a) (6 pts) Use a series test to show that n=1∑∞n3/21 is a convergent series. (b) (10 pts) Use part (a) to