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8 Cards in this Set
- Front
- Back
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Infinite Series:
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Definition of Convergent and Divergent Series:
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Telescoping Series:
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A series whose sum can be found by exploiting the circumstance that nearly every term cancels with either a succeeding or preceding term.
- will converge if and only if b approaches a finite # as n approaches infinity. |
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If the telescoping series converges, the sum is...
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Geometric Series:
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Convergence of a Geometric series:
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Properties of Infinite Series:
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nth- term test for Divergence:
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if it equals to 0 ... need to do more work. Do another test.
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