Mathematics, 22.04.2020 02:25 saltytaetae
(1 point) Telescoping Series. Given the series ∑n=2[infinity]2n2−1 Part 1. Find a formula for the nth partial sum, Sn, that depends only on n. Sn= ((2/3)(1 - (3/8)^n))/(1 - (3/8)) Part 2. Evaluate the following limit to determine whether the given series converges or diverges. limn→[infinity]Sn= Therefore, the series to . Note: If the series diverges, type 'inf' in the last blank.
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(1 point) Telescoping Series. Given the series ∑n=2[infinity]2n2−1 Part 1. Find a formula for the nt...
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