9x²-6 2x²-x²-8x+4 B D + x + 2 mx + n None of the choices 4 To evaluate A x-2 A 9 B 3 E 2 S + -dx using the method of partial fractions, the given integral can be rewritten as dx. Find the value of A + B - D.

Q: 3 2x dx 2? - 4х + 5 C. 2)

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Q: Divide. 3x – 3 7x - 7 Sx2 24 (x - 1) 7x(x - 1)

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Q: A 2x-In Ixl+C B 2x4 In Ixl+C 5*²=4 dx x D HIN x² - In Ixl+C x² - 4 In 1x1+C

A: topic- indefinite integral ∫xndx=xn+1n+1+C∫1xdx=lnx+C

Q: Find the area of the shaded region as a simplified expression. A =zhCloltb2) A =(6x)( 6x 5x+3 8x-1

A: We are given the following region. We need to find the area of the shaded region as a simplified…

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Q: 6x4-5x3 +4x2 - 3x + 27 dx. Find 2x2

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Q: Rationalize the denomina Vx +1 Vx +2 x +1 /x +2 (Simplify your answer.

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Q: Express each fraction in its simplest form. y3 + 2y (a) 2у — у2 5x² + 5 (b) 10х — 10 5.

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Q: 5+2-5+p 13) 3. 3) 28

A: Given: The equation 53p+23=5+p2p, To determine: The value of p,

Q: 2 6² 6² S (3x + 4y) 5dxdy 0 Find

A: We need to evaluate :

Q: Evaluate 4x2 + 4x + 5 dx

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Q: dx 4x2- 4x+5

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Q: dx Evaluate f 4x- +4x+5

A: We have integral  I  = ∫dx4x2 + 4x + 5 Take 4 common from the denominator, we get I  = 14∫dxx2 + x +…

Q: Decompose the fraction 6 / (x+2)(x−4).

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Q: Evaluate 3 (9x² – 2x + 1)dx 1

A: Given:∫13 9x2-2x+1 dxIntegrating formula:∫xn dx=xn+1+C

Q: 1/3y+4=1/5y

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Q: V9 – 4x2 dx

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Q: 6х3 + х2— 5х —7 –dx. Use Зx2 —х — 2

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Q: 6 8. 6x - 3y = 15 4x – 3y =-5

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Q: 2x+2/4x=0

A: Given,              2x + 24x = 0

Q: dx 2. Evaluate -2 v2x2 + 8x + 10

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Q: O Divide x5- 3x" + x + 5x -2 bx x*+l.

A: