Difference between revisions of "Convergent"

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A [b]convergent sum is a sum that converges to a quantity, for example a arithmetic sequence that is non-infinite, or a non-infinite geometric sequence.
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A convergent sum is a sum that converges to a quantity, for example a arithmetic sequence that is non-infinite, or a non-infinite geometric sequence.

Latest revision as of 22:39, 5 March 2020

A convergent sum is a sum that converges to a quantity, for example a arithmetic sequence that is non-infinite, or a non-infinite geometric sequence.