Calculus / Calculus: Early Transcendentals 9 / Chapter 11.4 / Problem 1

Calculus: Early Transcendentals | 9th Edition | ISBN: 9781337613927 | Authors: Daniel K. Clegg, Saleem Watson, James Stewart

?Suppose and are series with positive terms and is known to be convergent.(a) If for all

Chapter 10, Problem 1

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Suppose $∑{a}_{n}$ and $\Sigma{}{b}_{n}$ are series with positive terms and $\Sigma{}{b}_{n}$ is known to be convergent.
(a) If ${a}_{n}>{b}_{n}$ for all $n$ , what can you say about $∑{a}_{n}?$ Why?
(b) If ${a}_{n}<{b}_{n}$ for all $n$ , what can you say about $∑{a}_{n}$ ? Why?

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?Suppose and are series with positive terms and is known to be convergent.(a) If for all

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?Suppose and are series with positive terms and is known to be convergent.(a) If for all

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