∞ Σ(-1)k+1 k=1 3 5k + k 3 2k + k +5 k Select the correct choice below and fill in the answer box within your choice. (Type an exact answer in simplified form.) O A. The series converges absolutely by the Ratio Test because r = O B. Both tests are inconclusive because r= and p = OC. The series diverges by the Root Test because P =

Q: Use the ratio test to determine whether the series is convergent or divergent.

A: To solve the following

Q: 8 Σ n=1 κ 4 n!

A:

Q: ∞ Σ(-1)^²-¹ (2 −1) en n=1

A:

Q: ∞ <=1 k¹/4 k7/4 + ln(k)

A:

Q: 1 a. Direct Comparison Test: - k=1 Vk -3 k b. Limit Comparison Test: k'-1 k=1 3*2*+1 c. Ratio Test:…

A:

Q: 3n2 + 2n Σ n3 + n² + 1 n=1

A:

Q: 2+ In n n sin? n 2 n=1 8.

A:

Q: Use the test of comparison to determine whether the series converges

A: Given summation is∑n=1∞3n+2n12n+9n

Q: tank

A:

Q: Use any test to determine whether the series converges. 00 1 5) Σ (In 5)n n=1

A:

Q: k(-3)* 4k-1 기 1+3* 2k 00 k+1 k In(k) k=2

A: