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Question
Why must the absolute value of the common ratio be less than 1 before an infinite geometric sequence can have a sum?
Solution
VerifiedAnswered 1 year ago
Answered 1 year ago
Notice that if a common ratio of an infinite geometric sequence is greater than , then the terms will get larger and larger which leaves a sum of infinity. However, if the common ratio is less than , the terms will get smaller and smaller which leaves a specific sum.
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