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Convergence Tests
Table of Contents
Convergence Tests
Divergence Test
Comparison Test
Divergence Test
Statement
Comment
then
may or may not converge.
Hint:
Use the behavior of the limit,
how
goes to zero, as a clue!
Comparison Test
Statement
be series with positive terms such that:
converges then
converges.
Similarly,
diverges, then
diverges.
Comment
While this test is the foundation of most other tests,
use it as a last resort.
Other tests are often easier to apply.
--
DickFurnas
- 16 Nov 2008
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Topic revision: r2 - 2008-11-17
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DickFurnas
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