Suppose that an is a convergent series of real numbers. Either prove that bn converges
Question:
(a) an/n.
(b) √an/n (an > 0),
(c) an sin n.
(d) √an/n (an > 0),
(e) n1/nan,
(f) an/(1 + |an|).
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Step by Step Answer:
a Use Abels Test with x n 1n b Use the Cauchy Inequality with x n a n y n 1n to get a n n a n 12 1n ...View the full answer
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Related Book For 
Introduction to Real Analysis
ISBN: 978-0471433316
4th edition
Authors: Robert G. Bartle, Donald R. Sherbert
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