Asked by Ian
Why did the finite geometric series stay? A. Because it knew it would eventually sum up. B. Because it didn't go on forever. C. Because it had common ratios with everyone.
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B. Because it didn't go on forever.
A finite geometric series has a finite number of terms — it doesn't go on forever. (C is a cute pun, though.)
A finite geometric series has a finite number of terms — it doesn't go on forever. (C is a cute pun, though.)
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