Animate (as in 15.5) the series 11/3+1/51/7+1/91/11+ . . . . It is known as Leibnizs series

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“Animate” (as in §15.5) the series 1–1/3+1/5–1/7+1/9–1/11+ . . . . It is known as Leibniz’s series and converges to pi/4.

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Question Posted: Nov 25, 2020 01:41 AM

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Animate (as in 15.5) the series 11/3+1/51/7+1/91/11+ . . . . It is known as Leibnizs series

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first term 1 11 1 13 3 35 15 157 105 as we can see consecutive terms are getting multiplied ...View the full answer

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