Suppose that the interval 0 x 1 is divided into 100 subintervals with a width of x 01 Show that the sum 3e 0 01 Ax 3e 0 02 Ax 3e 0 03 Ax 3e Ax is close to 3(1 e) ...

Suppose that the interval 0 x 1 is divided into 100 subintervals with a width

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Suppose that the interval 0 ≤ x ≤ 1 is divided into 100 subintervals with a width of Δx = .01. Show that the sum

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Calculus And Its Applications

ISBN: 9780134437774

14th Edition

Authors: Larry Goldstein, David Lay, David Schneider, Nakhle Asmar

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Question Posted: Mar 28, 2023 12:43 AM

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Suppose that the interval 0 x 1 is divided into 100 subintervals of width x = .01. Show that the following sum is close to 5/4. [2(.01) + (.01)]Ax + [2(.02) + (02)]Ax + + [2(1.0) + (1.0)] A.x.
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Suppose that the interval 0 x 1 is divided into 100 subintervals with a width

Question:

[3e-0.01] Ax + [3e-0.02] Ax + [3e-0.03] Ax +. + [3e-¹] Ax is close to 3(1-e¹).

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Calculus And Its Applications

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