3x -1 dx is equal to

Q: 1 -dx 3-4х

A:

Q: 3. | (1- 2x) dx 0.

A: Given that, ∫01xdx=12 ∫01x2dx=13 ∫01x3dx=14 The integral to be evaluated is given as, I=∫011-2x3dx…

Q: 2. dx (x+1)√x-3

A:

Q: 2x-1 dx

A: Given,

Q: 1 | (2x - 4) dx 38.

A: The equation of integral function is ∫012x2-4dx.

Q: (x-1) 12-3x dx

A: It can be solved directly

Q: [2x] dx -1

A: If given  Integral can be solved using fundamental theorem of calculus.

Q: 9x/1 - x* dx

A: We have to use integration rules to solve the given integral

Q: Find S н - 2+ dx

A:

Q: 2 |x|dx -1

A:

Q: 1/x dx 3?

A:

Q: 2x - 4x – 8 -.dx Find -3)(x* +4)

A:

Q: 6x + 7 -dx. (x +2)2

A:

Q: | 2xe -x dx =

A:

Q: x + 3 -dx х — 1

A:

Q: 4- у ду dx 2 ху +x = 0

A:

Q: cosh 3x-1 S - dx 2

A:

Q: S 2x-1|dx

A:

Q: 2-у (бх + 2у?)dx dy -2

A: On solving this we will get

Q: x2 +1 (и — -dx 3)(x – 2)?

A:

Q: [x³e'dx,

A:

Q: dx 9-3

A:

Q: | (7x)-1 dx

A: Integration is solved step wise .

Q: 1 -dx 8х — 24

A: ∫18x-24dx

Q: 3 dx x-2

A:

Q: 1 -dx x2+3х — 5

A: Let the integral be, I=∫1x2+3x-5dx Apply the Completing Square Method,…

Q: Find (|x+1|dx -3

A:

Q: 3) Se-*.cosh(2x) dx

A: cosine hyperbolic function we can write in terms of exponential function Coshx= [e^(x)+ e^(-x)]/2

Q: 2. 5x - 2 (x + 3)² S dx.

A:

Q: -2x (1-3€ dx e

A:

Q: csch- x dx , 0 < x < 1

A:

Q: (4x+2x- 1)dx" 0

A: ∫034x2+2x-1dx lim ∑i=1nfxi∆x for each n we have ∆x=b-an=3-0n=3n

Q: ∫((3x-4)/((x-1)^2)) dx

A:

Q: -4 (1x|+x-2|) dx -1

A: To find: The integral ∫-14x-x-2dx. Concept used: The absolute function fx=x: fx=x,    x≥0-x, x&lt;0…

Q: | (4x - 1)2_x dx

A:

Q: 3) dx x-1

A: Given: ∫xx-1dx

Q: 5. 二 250e-0.5x dx

A:

Q: (1-2х)2 dx 3.

A: Given :       ∫1 - 2x2x dx   To evaluate the given integral.

Q: 15. dx 16x* - 1

A:

Q: 5 -dx 1+ x2

A:

Q: (15x-1) dx

A: Substitution method

Q: 1- x 5. dx VI - r

A:

Q: S(4 csc" x-1)dx х-

A:

Q: 1- x dx 3.

A:

Q: (a) / 1 dx, 1- x2

A: As per our guidelines we can answer only 1 question so kindly repost the remaining questions…

Q: 33 S(x – 1)-$dx -1/5

A: Solution: The objective is to find the value of given integral

Q: 1. 4x°dx (2-x*) ° 6

A: Note : As per our guidelines we are supposed to answer only one question if there are multiple…

Q: x-1 dx 2xーx

A:

Q: 1 dx 3. is equal to

A: The given integral:∫1x23dxWe need to evaluate the integral.

Q: 18. Find [ 2x°(2x* -1) dx

A: