8.4 Handout - 1 n n a 1 n n b L b a n n n lim Slide 4 Limit...

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Slide 1 Comparison Tests Calculus II Section 8.4 Slide 2 Direct Comparison Test Let , for all n . If converges, then converges. If diverges, then diverges. n n b a 0 1 n n b 1 n n a 1 n n b 1 n n a Slide 3 Limit Comparison Test (Part 1) Suppose that a n > 0, b n > 0, and where L is finite and positive . Then the two series and either both converge or both diverge.
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Unformatted text preview: 1 n n a 1 n n b L b a n n n lim Slide 4 Limit Comparison Test (Part 2) Suppose that a n > 0, b n > 0, and 1) L is . Then if converges, also converges. 2) L is . Then if diverges, also diverges. 1 n n a 1 n n b L b a n n n lim 1 n n b 1 n n a...
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This note was uploaded on 01/13/2012 for the course MATH 2564 taught by Professor Pamelasatterfield during the Spring '12 term at NorthWest Arkansas Community College.

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8.4 Handout - 1 n n a 1 n n b L b a n n n lim Slide 4 Limit...

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