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Module 9 : Infinite Series, Tests of Convergence, Absolute and Conditional Convergence, Taylor and Maclaurin Series

Lecture 26 : Absolute convergence [Section 26.1]

(ii)	Consider the series
	Apparently, the ^th term of the series behaves like . Let us consider and , Then . Thus Since the series is also divergent.
(iii)	Consider the series
	. The - term of the series will behave like . In fact, if we take , then