dx 41. The following integral . (2x- 4) is improper

Q: Q2 – Evaluate the following integrals ii. ((23*e-*)dx

A: Given integral, ∫23xe-xdx

Q: Σ nº +1 n=1 aluate the following integral. (If th dx x9 +

A:

Q: Q1 - Evaluate the following integrals 2x+5 i. S- dx x²+3x-10

A: We will break it into two parts.

Q: Q:: Find the integral for the following functions: - r6 dx 1). 2 x+2 2) S 3co t(x). csc²(x) dx 3)…

A:

Q: 03: Evaluate the following integrals dx (1) √√₂√x (1+√x)²³ S=

A:

Q: ex dx Q1 - Evaluate the following integral : S e2X+ex+1

A: Please refer the attached image for complete solution.

Q: Q1. Evaluate the following Integrals 1 dx xVx

A:

Q: Evaluate the following Improper integral: +00 dx x2 + 2x + 4 8.

A: We will evaluate the following improper integral.

Q: T 11x + 29 dx The integral is equal to

A:

Q: Q1 - Evaluate the following integrals i. Sxe-*dx

A:

Q: Q2 ) Evaluate the integral S*9/x7 + y²) dxdy.

A:

Q: evaluate the given integral. L (2x - 3/4) dx

A: Solution:Given     Let     I=∫ 2x+34 dxFormula:∫xndx=xn+1n+1+C

Q: |Q1 - Evaluate the following integrals i. 2x+5 •dx x2+3x-10

A:

Q: 4 3 b. J 20(2x + 1)°dx 1

A:

Q: 4x Use the appropriate substitution to evaluate the following integrals: dz =.

A: To find:∫4xx2-1dx

Q: Q7. Solve the following improper integrals: 2x 00 dx (i) (ii) x* +1 (x² +1)2

A:

Q: 3. S? dx ( Improper Integral) (х-2)5

A: The given improper integral is: ∫13dx(x-2)23 Since the integrand f(x)=1(x-2)23 is undefined at x =2…

Q: 24. Evaluate the integral: ," dy y2+2y-3

A:

Q: Evaluate the integral. 1 (x² + 3)e¯× dx 0.

A:

Q: - dx 5x² +3 c)

A:

Q: Find the indefinite integrals: x5/2 + 4x + 1 dx a) / ? b) / (a" 6t7 2 + Te' ) dt t3

A:

Q: x dx Evaluate the improper integral by using a suitable substitution. x4 + 49

A: To evaluate the improper integral by the suitable substitution.

Q: 11 dx x2 +4 Evaluate the improper integral:

A:

Q: 8. S dx (4x2-24x-27)3/2

A:

Q: Evaluate the indefinite integral 5e" dæ S 5e² dx +C

A:

Q: dx a proper or improper integral? Why? (x-3)? .3 Is So 1

A:

Q: Evaluate the following integrals.∫(y2/(y+1)4)dy

A:

Q: S x² √x²+4 dx

A:

Q: S B+1F dx (Improper Integral) (3x+1)?

A:

Q: (tx)3 -dr is equal to (x++t)² 00 The numerical value of the improper integral ...... 00

A: For a function g(x) and its derivatives f(x) such that; d(g(x))dx=f(x) Then; ∫f(x)dx=g(x)+C where C…

Q: -2 2x Jo x2-4 Só dx (Improper Integral)

A: Let I is the value of given Integral.

Q: Q3 - Evaluate the following integrals dx x+V4x2+1

A:

Q: S 2x. e*dx а. 4 3 b. S 20(2x + 1)°dx 1

A:

Q: Q1 - Evaluate the following integrals ii. S dx Jo ix-1|

A:

Q: Q2) Find the integral of: L*„6 tan*x dx 4

A: LetI=∫-π4π46tan4xdxTake the constant…

Q: Q3: Find the integral for the following functions: - 1) 2 6 dx 2 x+2 2) S 3co t(x). csc²(x) dx 3)…

A: To find the given integral.

Q: Q3/ Evaluate the following integral: 231 ||| 8xyz dz dx dy. 120

A:

Q: ∫ (e3x+5ex+2  divided by  ex) dx a.) Compute the integral

A:

Q: y V3 x dx 8y-y2

A:

Q: Q(1) Find the integral of Vx² – 16 dx

A: Use substitution method to find its integration.

Q: e 2x 3/ex + 2 dx

A:

Q: x3  (x2 + 9)^(1/2) dx What is the integral of this?

A: Given integral can be expressed as

Q: 2 dx. x? +1 34. Evaluate the improper integral

A: Use limit method

Q: Evaluate the given integrals. 3x?dx 1. S 2х4—1

A: Given that a integration and we solve this problem by using general formula of integration.…

Q: Which of the following is an improper integral? dx ** 2х + 3 ... dx x² – 2x + 1 In(x² + 1) dx -2

A: Which of the following is an improper integral?

Q: 03: Evaluate the following integrals: dx (4) √√√²+4x+4

A: Solve the integration

Q: Evaluate the following integral as it is written. 5 5 4y dy dx 0 x

A: To evaluate the integral: ∫05∫x54y dy dx Solution: Evaluating the given integral. ∫05∫x54y dy…

Q: Evaluate the integrals dx Så (4-x²)²

A:

Q: 1 (c) S(5x – 5*)dx

A:

Q: Evaluate the integrals: i) ² ²2 xe dy dx **² -xz

A: As per Bartleby answering guidelines if multiple questions are posted in a single picture then an…