2х + 1 dx 22 + 8х + 25

Q: х2 — бх + 9 dx Убх — х2

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Q: 9. f²-2x(3x - 1) dx

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Q: 3x2x+2) eX dx

A: there are multiple question. As per our company policy ask other question separately.

Q: бх+8 dx (х+3)(х+5)(х-2)

A:

Q: 20x3 dx 2. JT2+1 Vx2+1

A: Explanation of the answer is as follows

Q: 1 dx 4x 12 /-

A: Our Aim is to integrate ∫2314xdx -(i)

Q: クメ- 2 dx +2x +17

A: Given that ∫033x-2x2+2x+17dxSolution : put 3x-2=Addxx2+2x+17+B3x-2=A2x+2+Bput…

Q: 2. (cax-6)*dx

A:

Q: 8. fx(1+x)²/³ d dx 2/3

A: SOLUTION-

Q: (2х+3) dx (x2+3х-6)9

A: ∫2x+3(x2+3x-6)9dx=∫(x2+3x-6)-9 (2x+3) dxusing formula∫fn(x) f'(x)dx =fn+1(x)n+1+chere, f(x)=x2+3x-6…

Q: dx 3. V25-16x

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Q: 6x dx 3

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Q: Evaluate: 4 dx. -3

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Q: 4x² + 5 -dx 3

A: Given, integral is

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

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Q: -2x 4x -dx

A: We need to evaluate ∫0∞e-2x-e-4xxdx First we simplify the expression…

Q: S 36x2+25 - dx

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Q: ニ 2 2. dx | -r

A: The given integral  y=2∫-rrr2-x2dx  Can be solved using integration formulas given below…

Q: 3 dx V9 – x2

A: We know that, ∫dxa2-x2=sin-1xa+C   ∫03dx9-x2=∫03dx32-x2                    =sin-1x3+C Now applying…

Q: x* - 2x2 +3 dx 31 Vx2

A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question…

Q: Find ∫sec2 (5x + 1). 5 dx.

A: we have to find the value of the given indefinite integral. ∫sec25x+1·5dx

Q: (е2х-1)2 dx е 2х

A: topic - indefinite integral

Q: 1) dx 4. -3x + 2)

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Q: Find 2 -1 (3x³ + 7x¹) dx

A: Here we have to solve definite integral

Q: .4 dx 2 Vx2-2

A: Given:        ∫24dxx2-2 Apply trigonometric substitution:    substitute x=2sec u and dx=2 sec u tan…

Q: Find (5z" + 7æ°)dx

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Q: /6- х2 dx

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Q: 3x5% dx 0,

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Q: Use geometry to evaluate (2x + 6) dx. -5

A: We know definite integral   ∫abfxdx represent the algebric sum of the areas between x=a to b and…

Q: 4x-2 dx 27x-8

A:

Q: Evaluate:

A: Given

Q: (4x - 3)2/3 dx

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Q: 6 1 -dx /6 — х

A: solution:-∫2616-xdxusing substitution methodlet, 6-x=ux=2,  u=2x=6,  u=0-126-xdx=du

Q: Sv 4. 3-4x² dx

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Q: (3x+ 5x2-7х3)dx 7.

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Q: 6 x -dx („² + 1 ) (2x - 2)

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Q: -2//3 dx 28. xVx² – 1

A: Solve this question by the substitution method: also you will need this in future:

Q: 12 -6x dx 15

A: We are asked to solve the indefinite integral. The solution of the integration is as follows:-

Q: 5/ 4x2 - 3 dx;

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Q: 1 dx 5х-7

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Q: Evaluate [², dx V4-x2 2.

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Q: (2x-3)4 dx 10

A: Given:The integral is

Q: 2. 2x² + 4x-3 ,2 X dx

A: Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: 4–9x² -dx

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Q: Integrate. 3. .2 CSC X+ sc² dx

A: Given,           ∫csc2x+3x-x53dx

Q: Find (4x + 2x³) dx

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Q: 19. dx 1 Je²x_8 2x -8

A: The solution is given in the next steps.

Q: (х-3) dx х" +3x-10 с)

A: