Question

The following integral may be solved using substitution. Choose a function u that may be used to solve the problem. Then find du.\\ $\int (4x^5 - 2)^6 5x^4 dx$\\ Let u = \boxed{} , so that du = \boxed{} dx.

          The following integral may be solved using substitution. Choose a function u that may be used to solve the problem. Then find du.\\
$\int (4x^5 - 2)^6 5x^4 dx$\\
Let u = \boxed{} , so that du = \boxed{} dx.

The following integral may be solved using substitution. Choose a function u that may be used to solve the problem. Then find du.

∫ (4x^5 - 2)^6 5x^4 dx

Let u = , so that du = dx.

Added by Brenda A.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Madhur L

04/26/2023

Step 1

In this case, we can choose the function inside the parentheses, which is a polynomial of x. So, let's set: u = 4x^5 - 2 Show more…

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