Consider the series E Applying the comparison test with the series n=1 n° n=1 (1+n²)? leads to the following conclusion. OA The test cannot be applied to a, = and (1+n²)? %3D n4 OB The series converges conditionally. OCThe test is nconclusive. OD The series diverges. OE The series converges

Q: Does the following series converge or diverge? n° Σ n=1 O The series diverges. The series converges.

A: ∑n=1∞an=∑n=1∞nn8n2 Theorem: let ∑n=1∞an,be the series L=limn→∞an1n then, If L<1 the series is…

Q: 7. Use the Weierstrass M-test to show that the series n=1 n²+² converges uniformly on the close…

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Q: Question 010: Complete the following questions involving the P - Series Test. Use the P - Series…

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Q: Determine if the given series is convergent or divergent. (1 – 2n²)" n2n 8. 3" 1. 2. en n=1 2n n=1

A: According to our guideline we can answer only one question and rest can be reposted.

Q: Test the series for convergence or divergence. 1 1 + V5 n-1 converges O diverges

A: We have to test