2. x(3 — 2х)dx

Q: 4 dx x²

A: SolutionTo find∫24x3-4x2dxFormula∫xndx=xn+1n+1+C

Q: 5. S[(3xcos(4 – x²)) – (8x V4 – x²)]dx

A:

Q: 3 dx x²+4x+29

A: Given,           ∫3x2+4x+29dx

Q: e P335 : #51. (1+ In a)2 - dx 1

A: ACCORDING TO BARTLEBY GUIDELINES SOLUTION OF 1ST QUESTION WILL BE PROVIDED.

Q: dx 0. HEMATICE (x² + 9) ž M/2

A: Topic:- integration by substituting

Q: Evaluate the integrals

A: (79) We have the given integral as I=∫x+1x4-x3dx On resolving further, we get the result as…

Q: Sx dx 3 x2 ४

A:

Q: . Evaluate 4x dx and check your answer: -x²+1 e

A:

Q: 9, dx 3+x4 3C

A: Evaluation of the definite Integral, by using substitution method

Q: dx x2 + 25'

A: Here we will sove the given intigral,

Q: Calculate - 2x2 + 2x +8 dx. | 3 (Use the interactive figure to find your answer.) -2x +2x+ 8 dx =|…

A: Simply integrate using power rule of integration then substitute limit and simplify.

Q: 3x dx - 25

A:

Q: 3 dx x? + 9

A:

Q: dx x+5

A:

Q: 324-y' y dx dy 18

A:

Q: 4 しょx) dn =? Simpliky Thenk you

A: Given integral, ∫14x2+xdx

Q: a) r = 2 dm h = 5 dm Determine the amount of glass needed to make container

A:

Q: S (3-√5x) dx √7x

A:

Q: dx X+8

A:

Q: Find -5x(2x2 – 13)° dx. Enter your answer as an exact fraction if necessary.

A:

Q: 3 X dx V16 – x? 16— х*

A:

Q: 4x2-1 4. S( 9xe*) dx (6х-8х3

A: I am attaching image so that you understand each and every step.

Q: dx -10 x

A: We can solve the integration as below.

Q: dx √81+16x² S

A:

Q: 3 dx x² +4x+29

A: Given that  ∫3x2+4x+29dx Using DI method, solve the given integral.

Q: dx x (1+a2)

A: As per our guidelines only one question can be solved. Please find the solution for 1st question…

Q: dx 5. x/2 +x/3

A:

Q: V16x2 – 8x +1 dx

A:

Q: dx (25 – x2)3/2

A:

Q: 10 dx a > 0 (a2 + x?)3/2

A:

Q: dx 3.

A:

Q: (10x -) dx

A: We can find the integration as below.

Q: dx 1) S,

A: # as per the guidelines we are entitled to solve one question at a time, please resubmit the other…

Q: d/dx (x2+1) lnx

A: Apply product rule to find the derivative (uv)’ = u’v + uv’

Q: solve with trig substitution

A: Using trigonometric substitution, x=3sint

Q: e?x dx e2x +2 6.

A: Let  e2x +2 = t DDifferentiate on both side  2.e2xdx = dt e2x.dx = dt/2

Q: r8 17 - By?) dx dy

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

Q: dx 28. 1– x4

A:

Q: 2.1-dx 3.J12x³dx

A: Here we use formula of integration.

Q: Qg Solve: coshx-1 .dx

A: Basic hyperbolic identities are used along with integration identities.

Q: d 53. dx 2e2x

A: Given: ddxe2x

Q: dy Solve dx (25 + x?)(49 + у?)

A:

Q: dx 1+x² plution as the answer is given.

A:

Q: dx 8. %3D

A:

Q: √x² +16 dx

A:

Q: 1. S(4csc?x – 3sec²x) dx 2. S 6xsin3x²dx

A:

Q: 3. (x³ +x)dx

A:

Q: .3 7. (x* – 8x² + 10) dx = Solution:

A: