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Chapter 6 Essay

Chapter 6 Essay - If then is convergent Integral Test Let a...

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Geometric Series: a n = cr n A sequence is monotonic if it’s always increasing or always decreasing Every increasing sequence that is bounded above and every decreasing sequence that is bounded below converges . . If and are both convergent, then is convergent.
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Unformatted text preview: If , then is convergent. Integral Test: Let a n = f ( n ), where f ( x ) is positive, decreasing, and continuous for x 1. Leibniz Test for Alternating Series: Let { a n } be a decreasing positive sequence that converges to 0 . . . . ....
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