e?x dx e2x +2 6.

Q: S a³ (x² + a²) 3 dx

A:

Q: dx =? x-4x+5 (A 4 B 1+풍 © 1+ 1- D

A: Solve the integration

Q: dx 3+ x2

A:

Q: d 는Gx+ 13)7 +C)= (x + 13)° dx

A:

Q: 15 dx +C + x2

A:

Q: e 2x d 1+ 3e2x

A: Given: ∫e2x1+3e2xdx By using the substitution, u=1+3e2x⇒du=0+32e2xdx⇒dx=16e2xdu Therefore,…

Q: d [x² +1] dx x4 d dx -[(x² + 1)5⁰]

A: Topic = Derivative

Q: Vx2 (b) / 4 dx; x > 2. x2

A: To find out the integration.

Q: c. Sx² e*³ dx 4 d. (+2 dx

A:

Q: dx 2 X - 25

A:

Q: dx (x² +25)3/2

A: To find the integration.

Q: .4 dx (x² + 9)2

A: To evaluate the following integral.∫x4 dxx2+92

Q: dx x2 + 25'

A: Here we will sove the given intigral,

Q: dx Q2) Evaluate 9+3x

A:

Q: b) dx c) √₁² (3x² +4x−2)dx

A:

Q: xx5+G dx 4.

A: To find the integral , using a suitable substitution

Q: 2 + x? -dx •4 29.

A: We have to find the integral

Q: dx (x + 6)³

A: We will give the formula given at the bottom of the page to answer this.

Q: d dx 1 + 11* 3, x2

A: Given function is e5+1x23+11x

Q: dx 2+x?

A: Given, ∫dx2+x2 We have to integrate it.

Q: Q3: What is the value of dx? (x-x2)Z

A:

Q: Evaluate the integral.

A: Consider the following integral:…

Q: S (5+x>(4 - x2) dx (A 20x B 20x 20x D

A: The formula for integration is  ∫xndx=xn+1n+1+c

Q: dx 3 (9 – x²)ž

A: In the given question we have to solve the integral s.t…

Q: dx (p) x² + 25

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

Q: Evaluate the integral.

A:

Q: .2 dx r6 +1

A:

Q: e2" – e5r dr dx b)] Jx (1 + x) + e3r

A:

Q: (x – 9x? + 16x –144)y²dy = (2x² – 1)e*dx

A: To find the general and particular solution of a differential equation first check the type of…

Q: e 2. dx x3

A:

Q: Sx V(x² – 5) dx 3 2

A: We have to solve the given indefinite integral: ∫x x2-53 dx Solving the integral by using…

Q: dx (25 – x2)3/2

A:

Q: dx (a) x4 +1

A: By Bartleby policy I have to solve only first one as these 2 are unrelated and lengthy…

Q: Sxę dx = -e* (x2 ++)+c

A:

Q: r8 17 - By?) dx dy

A: While integrating with respect to one variable , take other variable as constant.

Q: Sx (x² – 2)14 dx

A: Use algebraic substitution to integrate then simplify.

Q: dx 2). x+5

A: Let's find.

Q: Find:

A:

Q: Sx V1 – x² dx 3.

A:

Q: 2xe2x dx = (1+2x)? 1 (e) None e (b)4 (d) 2. 4

A: In this problem we have to find the definite  integral of the given function .

Q: Q2 The value of dx is a) b) па c)- 2 па d) 4

A: Given- ∫0aa-xxdx To Find- The value of the above integration.

Q: Sx'e*dx= _ Ɔ a. 23x 3x 3x e* +C 27 9

A: Our Aim is to evaluate the integral given below:-∫x2e3x dx-(i)

Q: d) x2 dx : 40 dx

A:

Q: dx e2x – m 2х

A: Solution:To find ∫dxe2x-mFormula∫dxx2+a2=1atan-1xa+c

Q: d/dx (x^4/12)

A: Consider the given integral

Q: þr+2|dx -3

A:

Q: dy Solve dx (25 + x²)(49 + y²)

A:

Q: r 5x² – 3x + 18 dx aln b - clnd x(9 – x²) 12.

A:

Q: x²/9– x² dx. 2 2 5. Find answer,

A: