dx Evaluate 25 121x2 dx 861890 25 121x2 (Use C as an arbitrary constant.)

Q: Evaluate.   ∫7x^8+5x^3−2 dx = _________ (Use C as the arbitrary​ constant.)

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Q: ∫0.5. (e2jx- e2-2jx) dx

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Q: ( 3x3 + 5x2 + 7x +4 dx. Evaluate x3 (x +1)

A: For the given indefinite integral, the first step in evaluation of this integral is:

Q: I + 5 dx x3 – x Evaluate

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Q: | 4x' /2x* – 2x - 7 dx. Evaluate

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Q: by3 | (3b? – x²)(1 – x³V3)/3b² – x² dx - -

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Q: dx Evaluate 4+x² ° x dx 4+ x2 Evaluate 88

A: Given that: ∫-∞∞dx4+x2∫0∞xdx4+x2

Q: 3√3 dx X²³√x² +9

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Q: dx Evaluate | V5x – 7

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Q: d Evaluate (3*). dx

A: Given  The derivative is ddx3x .

Q: 6x dx. Jo 1+x2 9. Evaluate

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Q: dx Evaluate: (x2 + 4)

A: Given that ∫1(x2+4)2dx We need to apply the reduction formula ∫1(ax2+ b)2  dx = 2 n − 32 b (n−1 )∫1(…

Q: 6x –dx x² +1 Evaluate

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Q: dx Evaluate 256 289x2 dx 256-289x (Use C as an arbitrary constant.)

A: Substitute for x as follows.

Q: dx Evaluate xVx2+1

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Q: dx x√√81-x1 (Type an exact answer.) 16 =

A: Given: I=∫dxx81-x16   ....1   As we know the common integral. ∫1ax+bdx=1alnax+b+C

Q: dx, 1 2-6x Evaluate

A: I=∫1x2-6xdx Making perfect square in the denominator- I=∫1x2-6x+32-32dx=∫1x-32-32dx

Q: 81 To evaluate dx, we assume constants A, B, C and D can be found such that x4 + 27x Сх + D + x2 +…

A: Given,         ∫81x4 + 27x dx

Q: 8 dx, x2 – 9 - 9

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Q: 2x³+1 Evaluate / 7+x-6 dx

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Q: 3x + 2 dx. (x² +9)(x– 4)x Find the principal value of - 00

A: The given problem is related to complex analysis. First we consider the integrand function as f(z)…

Q: ​Evaluate:   ∫24x^5 dx = ____ ​(Use C as the arbitrary​ constant.)

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Q: Vx – 2x2 dx. Evaluate 1

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Q: (2x²– 4x + 4) dx Evaluate: -1

A: This is a basic definite integration problem

Q: Evaluate I = / a*. g³ Vx² – 3 dx

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Q: 24 dx (144x²+1) Evaluate S- 2

A: Here we have to find the integral.

Q: 3lnx +2x*dx A 3lnx B 2r4 | 3lnx + 2r4 D E None

A: To evaluate ∫e3 ln x +2x4 dx.

Q: SR-2 2 dx 1) Evaluate

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Q: Evaluate Evaluate I 3 = f₁²³ x² dx 1=[rde I= dx =

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Q: 1 dx x²V9-x² Evaluate

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Q: 2x +5 Evaluate dx Vx² -2x+10N

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Q: dx. 6. Evaluate: 2x - 1 -1

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Q: 4. (*x3-8| - (x3+8) dx

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Q: x(х-2) dx (x-1)3 Evaluate

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Q: 2x9 21. Evaluate ſ dx 1+x10

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Q: 3 12x -24x +7 dx. Evaluate x - 2x 12x-24x +7 3 x - 2x = xp

A: Solve integration

Q: rln 2 e3x dx

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Q: 3x2 + 5 dx. x2 – 3x +2 Evaluate

A: Integrate∫3x2+5x2−3x+2dx

Q: 5x+3_ dx Evaluate : x2 +2X

A: The integration can be solved by decomposing the integral . This can be done by rewriting the…

Q: Evaluate x² √x² + 25 -2 S dx

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Q: x2 x³ + 8 to dx. Evaluate

A: Given: ∫1∞x2x3+8dx

Q: dx Evaluate xx2 - 1

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Q: x3 + 4x2 + 5x + 2 dx Evaluate x4 + x3 + x2

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Q: x²+4 dx (x-5)(x2+9)

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

Q: 2x4+5x2 – 3x +7 dx. Evaluate x2 +3

A: To findI=∫2x4+5x2-3x+7x2+3dx

Q: x dx Evaluate: 3 Va²-x²

A: Let,I=∫xdxa2-x23Now,Let,a2-x2=t-2xdx=dtxdx=-12dtTherefore,I=∫1t3-12dtI=-12∫1t3dtI=-12∫t-13dtI=-12t-1…

Q: d.x Evaluate V3 – x dx Evaluate 3

A: Given that: ∫23dx3-x∫09dxx-13

Q: 3x 9. Evaluate § 2³× d dx

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Q: 00 5) Evaluate x2n-1e-kx² dx

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Q: 17x2 – 2 dx. x² (9x² + 1) 18x3 – Evaluate (1 + z76) ==

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