In this lesson, we will learn how to apply the nth term test for divergence which states that a series diverges if the limit of its nth term does not approach zero.
Q1:
True or False: If πβ0ο as πββ, then βοο²ο¦οοπ is convergent.
Q2:
What can we conclude by applying the πth term divergence test in the series βοο²ο§ο¨οο¨οο(5π+3)(7π+2)?
Q3:
What can we conclude by applying the πth term divergence test in the series βοο²ο§ο¨ο3πβ6π+4π+5?
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