In(52) dx 3

Q: 17 4/7x – 4 dx -

A:

Q: メ 2 4. Sô 5 dx

A: We have to solve

Q: 4. S sinºx dx

A: This question can be solved by applying the concepts of integration of trigonometric functions.

Q: S, (x3 + e*) dx

A:

Q: S- VE + 4) dx b)

A: We have to evaluate given integration ∫5x4-x5+4dx

Q: iate ſ In(x + v1 +x²)dx

A:

Q: S cosh(5x – 7) dx

A: The given integral is:∫cosh5x-7dx

Q: d VE evedt dx d -S Intdt dx 1

A:

Q: d/dx(2^4x+3)

A: Given query is to find the derivative of 2(4x+3) .

Q: (* ) +1, dx 2ヌ-

A: The given integral is an indefinite integral.

Q: S In (ecos5×)dx

A: Given that: ∫ln(ecos5x)dx

Q: 17. 2x√/x dx 18. de xVx S

A:

Q: In (Vx )dx

A:

Q: -33e* – 105 -dx e2x + 8ex + 15

A: Here we use partial fraction method to solve the integral.   We know ∫1x+adx=ln(x+a)+C ln(ex)=x…

Q: | x2 In|4x| dx

A:

Q: integrate a^x dx

A:

Q: | (3 + xx) dx

A:

Q: S [ In x°dx

A:

Q: b. S dx ¿ -1

A:

Q: S Vx In(x) dx.

A: The objective is to find the integration.

Q: 1. Sx³dx dx 2. S

A: In integration we basically have definite and indefinite integrals . In definite integral we have…

Q: In r dx 7.)

A:

Q: 13 – 2r dx 1.

A:

Q: | In|V + 1| dx

A:

Q: SVx In(x)dx

A:

Q: 9/Evaluate to dx 3.

A: Evaluate the intregal

Q: 2х + у dy 3+ 3у? — х dx 3.

A:

Q: S 3x³y dx

A:

Q: 6) S dx

A: We apply substitution rule for solving the integration

Q: S (In 2x2 dx

A: Evaluate the integral :    ∫ln 2x2 dx

Q: | In(x + 4) dx

A:

Q: dx a) S 19-x²

A: "Since you have asked multiple question, as per our guidelines we will solve the first question for…

Q: 25 In (x) X dx

A:

Q: 2 S dz = 3. S dv

A:

Q: In x 了dx 7.

A: The given integration is: ∫lnxx2dx  To find the value of the integration.

Q: (5) (2х — у) — 2у — х dy dx

A: As per the guidelines, we are supposed to solve only one questions as multiples questions have been…

Q: -3 In (x) dx

A:

Q: a) Só xv4 - x2 dx

A: Since you have asked multiple questions in a single request so we will be answering only first…

Q: 6) Find √ 3e^dx

A:

Q: 1 dx 7х — 2 1 In(7a — 2) + с 7 -

A:

Q: In dx

A: Here we solve the integration of L part.

Q: 3. S dx

A: We have to find the indefinite integral

Q: dx 4x+6у+5 dy Зу+2х+4

A:

Q: In(x) dx 4

A: we know that, intergration of ln(x) = xln(x)-x Also d/dx (ln(x)) = 1/x integration of 1/x = lnx

Q: In x dx = %3D

A: Given integral is ∫x9lnxdx Use formula ∫fx⋅gxdx=fx∫gxdx−∫ddxfx⋅∫gxdxdx

Q: S 3xsin(4x)dx XSI

A: Use the method of integration by parts to evaluate the integral.

Q: Vsin² 2x dx =?

A: Given ∫02πsin2 (2x) dx Remember sin2 (2x) is always positive. Thus, sin2 (2x) should be positive for…

Q: In (Inx) dx

A: