Evaluate the integral by making a u-substitution and then integrating by parts. NOTE: Enter the exact answer. " dx = +C

Q: t² - Vi + Vi csc(t) dt

A:

Q: 14.1 dx V16-x dx 15. . Vx -1

A:

Q: 4x V1- x³ dx

A: We will evaluate the given integral.

Q: Evaluate the integral. dx Vx2 - 10x + 16

A: Given ∫dxx2-10x+16 ∫dxx2-10x+16=∫dxx2-10x+25-25+16=∫dxx2-10x+25-9=∫dx(x-5)2-9=∫dx(x-5)2-32

Q: 4. f In (2x + 1) dx =

A:

Q: Find the integral. -3 4Vx dx X.

A: Given,        ∫-3x3-4xdx

Q: dx Vx2 - 1

A:

Q: Evaluate the integral. Answer= +C -22e-30 e2x + 6e +5 12276 -da

A:

Q: Write the integral in terms of u and du. Then evaluate.

A: To solve the indefinite integral.

Q: 2 sin V 4 - x 4 – X - 2

A: