-3 2. (2x+4)3 8x dX use integration by parts and then find the value of definite integral.

Q: Evaluate the integration by parts (5х)(сos(3x))dx 0.

A:

Q: find integration: S x² dx O x?/3 O x*/3 O none of the above

A: We need to evaluate the following integration ∫x2dx Formula Used : ∫xndx = xn+1n+1

Q: 3 dx 23. (x-1)(x 2)

A: Given,

Q: Answer letter I only using indefinite integrals.

A:

Q: S sec x dx Use Integration by parts to solve

A:

Q: 1o. 1 |x-3|dx

A:

Q: ©Use TMe Phopentos to Eselaate dx=D4 (2) 3 x da= 2

A:

Q: 2x2-6x+8 3-x-V 1-x² The value of the integral dx is

A: We have to calculate the given integral

Q: Evaluate 4xcos 3x dx by using integration by part.

A:

Q: 1/3 + 4y/6 = 2/3 Show your work

A: The given equation is 13+4y6=23To solve for the value of y

Q: 21.3 xdx V16 - 9х4 0.

A: We to integrate the given integration.

Q: 1 dx 4+vx 10.

A:

Q: (2x2y²) dx = -(12y² - 4xy)dy is an exact equation.

A:

Q: 1/2 (5x+ 3x"-7)ck

A: Solution

Q: Integral of 5xln(6x) dx

A: Given ,            ∫ 5x ln6xdx  By integrating by parts using the ruk ∫ uv dx=  u∫v dx-∫dudx∫v dx…

Q: integrate using MISCELLANEOUS SUBSTITUTION H 3x+2 1+√√3x +2 1

A: