Consider the series k (In k)(In In k) k 3 k 3 k (In k)(In In k) or 2 k(In k)...

a Note that In In In 2p 1 dx In In 2P and thus the improper integral with bounds n ...

Consider the series k (In k)(In In k) k=3 k=3 k (In k)(In In k) or

Question:

Consider the series k (In k)(In In k) where p is a real number.

a. For what values of p does this series converge?

b. Which of the following series converges faster? Explain.

Σ k=3 k (In k)(In In k)² or =2 k(In k)²

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Calculus Early Transcendentals

ISBN: 978-0321947345

2nd edition

Authors: William L. Briggs, Lyle Cochran, Bernard Gillett

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Question Posted: Apr 13, 2019 09:30 AM

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Consider the series k (In k)(In In k) k=3 k=3 k (In k)(In In k) or

Question:

k (In k)(In In k)" k=3 Σ k=3 k (In k)(In In k)² or =2 k(In k)²

Step by Step Answer:

a Note that In In In 2p 1 dx In In 2P and thus the improper integral with bounds n ...View the full answer

Calculus Early Transcendentals

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