What u-substitution should be made in order to evaluate the following integral? Ꮖ (3x² + 10) u = 4 -da 3x²+10 Correct! Part 2 of 2 I Rewrite the integrand in terms of u so that the integral da takes the form (3x² + 10) ff(u)du. f(u)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.4: Fractional Expressions
Problem 60E
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What u-substitution should be made in order to evaluate the following integral?
Ꮖ
(3x² + 10)
u =
4
-da
3x²+10
Correct!
Part 2 of 2
I
Rewrite the integrand in terms of u so that the integral
da takes the form
(3x² + 10)
ff(u)du.
f(u)
Transcribed Image Text:What u-substitution should be made in order to evaluate the following integral? Ꮖ (3x² + 10) u = 4 -da 3x²+10 Correct! Part 2 of 2 I Rewrite the integrand in terms of u so that the integral da takes the form (3x² + 10) ff(u)du. f(u)
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