Use integration by parts to evaluate xex (x + 1)² S - dx

Q: 1. (2x + 1)(x - 5) dx

A:

Q: ddy if y= (x² + 4x)² dx Simplify completely. Do not multiply out any binomials raised to more than…

A: y=Rules(i) (ii)  (iii)

Q: +1 dx. (x+3:2-5)3

A: To evaluate  ∫x2+1x3+3x-53dx

Q: dy Find L y = ln (2²+4) + + Icos HIN

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Q: 12x 8 °-x X ³/₂ dx 3

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Q: Integrate sinln (10x) dx X

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Q: X 2 Find x² +1 -dx

A:

Q: Integrate 1. S the following: (x²-3x²) dx (x4-4x3+2)3 3 √x-2 z² 2 2. S dx 3. S dz 4 √73-2 3.

A:

Q: -3/2 1/2V2 dx 2 dx 5. 6. V9 - x VI - 4x

A: Integration of the functions and substitution of the limits helps to find the solution of the…

Q: Vx³ Inx dx In x dx 1

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Q: 3. X+1 (tah dx X-1

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Q: x2+3 is dx (x3+9x+7)3

A: We have to find the antiderivative of given function.  The solution is following

Q: 3/41 x² 3/5 √2x³-1 dx.

A: Consider

Q: Evaluate J dx √x(1+√x)

A: ∫1udu = lnu +C

Q: -3/2 dx S(35 + 4x – 4x²)

A: Explained below

Q: dy Find for y = x(4x + 3) dx - |3

A: The function is given by y = x4x+313 To evaluate : dydx

Q: Compute the following. S(24x-8) (24x -8)(6x²–4x – 9)ª dx

A:

Q: 10 dx (х3-10х+5)1/3 -2

A: Given integral is ∫−2010x3−10x+513dx We have to evaluate ∫−2010x3−10x+513dx by trapezoidal rule. The…

Q: x´ + 2x x' - x + x - 1 -d- .3 2

A: Given integral is ∫x2+2xx3-x2+x-1dx

Q: IScmプa (4x)"dx

A:

Q: Evaluate 1 dx (x - 2)³

A: we have to solve the integration

Q: 16 = dx / x7 3/5+4x⁹

A: This question has been solved without using trigonometric substitution