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PLEASE HELP!

In 2-3 sentences describe why the only way an infinite geometric series has a sum is if |r| < 1.

1 Answer

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the term r^n will equal to zero because and number < 1 that is raise to the power infinity the answer is zero that is why in a infinite geometric series, sum = a / 1 - r.
hope this helps
User Noam Almosnino
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