Question

Use a substitution of the form $u = ax + b$ to evaluate the indefinite integral below.\\ $\int \sqrt{8x + 2} dx$

          Use a substitution of the form $u = ax + b$ to evaluate the indefinite integral below.\\
$\int \sqrt{8x + 2} dx$

Use a substitution of the form u = ax + b to evaluate the indefinite integral below.

∫√(8x + 2) dx

Added by Curtis C.

Calculus: Early Transcendentals

James Stewart 8th Edition

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Solved by Expert Madhur L

04/21/2023

Step 1

In this case, we can let u = 8x + 2. Show more…

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Use a substitution of the form u=ax+b to evaluate the indefinite integral below. int sqrt(8x+2)dx Use a substitution of the form u= ax+ b to evaluate the indefinite integral below 8x+2dx

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Use a substitution of the form $u = ax + b$ to evaluate the indefinite integral below.\\ $\int \sqrt{8x + 2} dx$

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