Solve the following integrals through video presentation. 12x + 6 1. =dx √x² + x

Q: 5x + 6x dx. Find х - 1

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Q: L dx x-1 -1 -x²+1

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Q: 6 dx. 1+ 9x2 Calculate

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Q: f. S r4 dx J2 xV2-2x2 2.

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Q: S Vx8 – 6x6 + 9x4 dx is equal to -

A: The equation of integral is ∫x8-6x6+9x4dx.

Q: v5-x dx

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Q: x Vr2 Vx² + 1 dx 0.

A: Given

Q: 2 dx 8x + 9

A: To find the value of given integration  We use some basic results of integration and substitution

Q: 3x? dx 2 + 4x

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Q: s dx 20+ 8x - x²

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Q: Differentiate. y = 2/x (2Vx) = (2x)-] xp

A: In the question it is asked to differentiate the function y=2x. Here, it is asked to differentiate…

Q: Compute 3+r+1 dx x2

A: Given : ∫233x2+2x+1x2dx

Q: 1 0 2x² - 1 x- 3x + 15 dx

A: Numerical integrations such as Trapezoidal Rule, Simpson's 13 rule, Simpson's 38 rule etc. can be…

Q: dx 4. 4 Vx + Vx3

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Q: ydx - xdy + 3x²y²e*' dx = 0

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Q: Find. (x²+1)3 2x dx

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Q: d 0.6 56. 2.8x -3. dx

A: Differentiate

Q: Solve xdy + (3x - 2y)dx =0 in two ways. Write your solution on the space provided

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Q: S xsec?x dx

A: Use integration by parts to evaluate the integral.

Q: 3. fx²4 dx 5. dx 3x² + 1 +x dx u= U= U= du = du = du = answer: answer: answer:

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Q: x2 dx 21. 7-5x3

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Q: Evaluate. [(5x³) dr = | antidifferentiation) +C (You do not need to enter a constant of

A: evaluate    ∫(5x3)dx   formula ∫(xn)dx=xn+1n+1+C