Solution Found!
Solution: Deriving formulas Evaluate the following
Chapter 7, Problem 74AE(choose chapter or problem)
QUESTION:
Deriving formulas Evaluate the following integrals. Assume a and b are real numbers and n is an integer.
\(\int \frac{x}{\sqrt{a x+b}} d x\); Use \(u^{2}\) = ax + b.
Questions & Answers
QUESTION:
Deriving formulas Evaluate the following integrals. Assume a and b are real numbers and n is an integer.
\(\int \frac{x}{\sqrt{a x+b}} d x\); Use \(u^{2}\) = ax + b.
ANSWER:Problem 74AE
Deriving formulas Evaluate the following integrals. Assume a and b are real numbers and n is an integer. , use
Solution
Step 1
In this problem we have to evaluate
Consider … (1)
Take
Differentiating we get
(since
)