Question

Consider the function f(x)=(3)/(x^(4)) Calculate \int_(1.25)^(2.57) f(x)dx (i.e., the definite integral of f(x) between x=1.25 and x=2.57 ). Enter as many decimal places as your calculator allows (8 to 10). Your answer must be within +_ 0.005 of the correct answer

Name: consider the function fx3x4 calculate int125257 fxdx ie the definite integral of fx between x125 and x257 enter as many decimal places as your calculator allows 8 to 10 your answer must be 97373
Uploaded: 2022-02-03T02:32:22-08:00
Duration: 4 min
Channel: David Nguyen
Description: consider the function fx3x4 calculate int125257 fxdx ie the definite integral of fx between x125 and x257 enter as many decimal places as your calculator allows 8 to 10 your answer must be 97373

          Consider the function
f(x)=(3)/(x^(4))
Calculate
\int_(1.25)^(2.57) f(x)dx
(i.e., the definite integral of f(x) between x=1.25 and x=2.57 ).
Enter as many decimal places as your calculator allows (8 to 10). Your answer must be within +_ 0.005 of the correct answer

consider the function fx3x4 calculate int125257 fxdx ie the definite integral of fx between x125 and x257 enter as many decimal places as your calculator allows 8 to 10 your answer must be 97373

Added by Christopher P.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert David Nguyen

02/03/2022

Step 1

25}^{2.57} f(x) dx$$ (i.e., the definite integral of f(x) between $$x = 1.25$$ and $$x = 2.57$$). Show more…

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Consider the function f(x)=(3)/(x^(4)) Calculate \int_(1.25)^(2.57) f(x)dx (i.e., the definite integral of f(x) between x=1.25 and x=2.57 ). Enter as many decimal places as your calculator allows (8 to 10). Your answer must be within +_ 0.005 of the correct answer