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An infinite geometric series converges if the common ratio is

An infinite geometric series converges if the common ratio is
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An infinite geometric series converges if the common ratio is

User Tbonz
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An infinite series that is geometric. An infinite geometric series converges if its common ratio r satisfies –1 < r < 1. Otherwise it diverges.
User DaedalusAlpha
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Answer:

a proper fraction

User NCessity
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