X-12 dx (x- 5)3

Q: 2x-5 dx 73

A:

Q: x2 dx 7-5х3

A: Evaluate it.    ∫x27-5x2 dx

Q: 16x - 32x2 +5 dx. 7. Evaluate x2 - 2x

A: (7) Consider the given integration as ∫16x3-32x2+5x2-2xdx

Q: 5x²+3 dx x (x²+2)

A: Given: Let us consider the given,∫5x2+3xx2+2dx

Q: dx х2+2х-15

A:

Q: 寸 dx. 2. 11+ズ

A:

Q: a) x² – 2 dx - 2 dx b)

A: (a) We know that subtracting a constant from infinity results in infinity. Also when doing improper…

Q: /3x² + 2 dx 10.

A:

Q: 3 (3х - 5)dx (3x2 - 10х + 12

A:

Q: 3 (5æ° + 2x") dx - 4 Find

A:

Q: 는 (-10x4). Find dx Provide your answer below: d (-10x-4) = [D dx

A:

Q: dx 4. -' (x- 3)*

A: Solution is given below

Q: 3 5x3 4 6 /x ) dx Find - x4

A:

Q: dx xペ-4メ-12

A: Consider the integral, ∫1x2-4x-12   dx

Q: S dx x² √√9-x² 2

A:

Q: Зx3 +6x2+17х-5 dx х2+2х+5

A:

Q: d (x- 7)4 81. dx 3 2x

A:

Q: P4: x3 dx (x² + 1)3

A:

Q: dx 3. 19-X

A:

Q: 2x3-4x-8 dx (x2-x)(x²+4)

A: Given ∫2x3-4x-8x2-xx2+4dx=∫2x3-4x-8xx-1x2+4dx..........(1) We shall use the Partial fraction method…

Q: 3x2-9x-34 1. S- dx x2-2x-24

A:

Q: x* - 5x² + 2 -dx X - 3

A: Explanation: Given that,  ∫x4-5x2+2x-3dx

Q: 5 x´ - 9 -9- +2)x dx X 5.

A:

Q: 2x2 + 3x – 3 dx X - 9

A:

Q: Vx2 –9 a x2 dx

A:

Q: 2х - 3 -dx. (b) Evaluate 3x? -9x+1

A:

Q: 2x + 1 Evaluate dx x2 - 7x + 12

A:

Q: x-3 dx x-6х+1 -2.

A: NOTE: Refresh your page if you can't see any equations. . multiply and divide by 2

Q: 2x³+1 Evaluate / 7+x-6 dx

A:

Q: x-4 -dx x² – 5x +6

A:

Q: 6. 22x+x dx 5. f 22x

A:

Q: 4 - x -dx. 16 – x2 III. Evaluate

A: Solving

Q: 3. (x³-x²)7 dx x2

A: As per the question we are given a indefinite integral, which we have to find out. And to do that we…

Q: 3x² + 2x t 3 dx と 20

A:

Q: 1 dx -x2-4х+ 12 X.

A:

Q: (18x²e*-18x²-7e*+7) 6. lim 36х3 А. 7 В. О С.-7 D. DNE

A:

Q: dx 9. (4-x²)3/2

A: Solution 9.∫dx(4-x2)32

Q: (x3-4) 2. S dx x3+2x2+2x

A: To evalaute: I=∫x3-4x3+2x2+2xdx=∫1-2x2+2x+4x3+2x2+2xdx=∫dx-∫2x2+2x+4x3+2x2+2xdx

Q: 9x3 - 3 x + 1 dx x3 – x2

A: Given integral,…

Q: (x² + x) dx -2

A: Given integral is, ∫-20x2+xdx

Q: x²+4 dx (x-5)(x2+9)

A: ∫x2+4x-5x2+9dx Here use partial fraction and find  integration…

Q: x² 2 =dx 2 √4+x²

A: solution:-∫x24+x2dx=4∫x2441+x24dx=2∫x221+x22dxwe know thatcosh2t-sinh2t=1cosh2t=1+sinh2tusint…

Q: (3) | x² dx х* -16 2 X

A:

Q: 5x -2 3 Evaluate: fffdz dy dx 2 2

A:

Q: X - 5 dx -2x + 2

A:

Q: x-6x-4 dx x+2

A:

Q: x2 - 9 dx x3

A:

Q: (x5—6х4-2х2-Зx+4)dx Q2: х2+2

A: This question is based on simple integration

Q: x- 2 7) dx =

A: integration

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.