Classify the ser as solutely con gent. conditionally convergent, or dive Σ kl The series is extbook conditionally convergent divergent absolutely convergent B. Use the ratio test for absolute convergence to det say so. 00 2 (-3)^ k=1 If p+, enter "inty". = p= The series diverges. The test is inconclusive. The series converges absolutely. A: Determine whether the alternating series converges. Σ(-1) Ε k=3 k=1 10 In k k C: Use the ratio test for absolute convergence say so. O The series diverges. O The series converges. (-1)k P = k 10 ek

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Your Question:
Classify the ser as solutely con gent. conditionally convergent, or dive
Σ
kl
The series is
extbook conditionally convergent
divergent
absolutely convergent
B.
Use the ratio test for absolute convergence to det
say so.
00
2 (-3)^
k=1
If p+, enter "inty".
=
p=
The series diverges.
The test is inconclusive.
The series converges absolutely.
A: Determine whether the alternating series converges.
Σ(-1) Ε
k=3
k=1
10 In k
k
C: Use the ratio test for absolute convergence
say so.
O The series diverges.
O The series converges.
(-1)k
P =
k 10
ek
Transcribed Image Text:Classify the ser as solutely con gent. conditionally convergent, or dive Σ kl The series is extbook conditionally convergent divergent absolutely convergent B. Use the ratio test for absolute convergence to det say so. 00 2 (-3)^ k=1 If p+, enter "inty". = p= The series diverges. The test is inconclusive. The series converges absolutely. A: Determine whether the alternating series converges. Σ(-1) Ε k=3 k=1 10 In k k C: Use the ratio test for absolute convergence say so. O The series diverges. O The series converges. (-1)k P = k 10 ek
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