What does a convergent infinite geometric sequence mean? And what does a divergent infinite geometric sequence mean
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Answer:
A convergent infinite geometric series is a series with infinite terms which converges to a sum, because as we add the next term the sum converges to a number. A divergent series does not converge to a specific number.
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Other answers
A convergent infinite geometric series is a series with infinite terms which converges to a sum, because as we add the next term the sum converges to a number. A divergent series does not converge to a specific number.
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