tions: Find the soluti 10x2 = 6x %3D

Q: 2)S 1xtil dx (5)

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Q: Scosh(2tn(x)dx

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Q: Solve for x accurate to three decimal places.

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Q: ln(0)=?

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Q: 3 dx V64 – x2

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Q: agrange's mea 2x in 0,

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Q: - 10)dx= -

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Q: S- VE + 4) dx b)

A: We have to evaluate given integration ∫5x4-x5+4dx

Q: 5 dx = 4

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Q: 1 dx 5 Vx (7+ Vx)° х (7+

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Q: 24 १. शुक dx +3

A: The given integral is: I=∫x4x5+33dx    ...1 As we know the Power Rule: ∫xndx=xn+1n+1+C

Q: 6 dx. 1+ 9x2 Calculate

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Q: 20. dx 1.

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Q: Evaluate [ = dx. xVx* -1 (a)

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Q: S cosh(5x – 7) dx

A: The given integral is:∫cosh5x-7dx

Q: VALUATE xx4 dX 3

A: to find:- integration of the given function. *concept:- let,  x^3+4 = t.

Q: 6 dx Vy -25x

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Q: Sx-4/5 dx

A: Given, I=∫x-45dx

Q: CSC 6 ? What is the exact value of

A: We can find the exact value as below.

Q: 4 dx 8)

A: Consider the given definite integral.

Q: S sec ydy

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Q: (х + 3)dx бх — х2

A: ∫ (x+3)dx/(6x-x2) ∫ (x+3)dx/x(6-x)  -∫ (3/2(x-6) - 1/2x) dx  -3/2∫ dx/x-6 + 1/2∫dx/x {ln(x) -…

Q: 3 dx 9

A: The given integral is: I=∫x3x2-9dx

Q: What is 6x² dx?

A: We will solve it

Q: cosh(2x + 9)dx

A: on doing integration with respect to x we will get

Q: 2) dx -

A: We will solve the integration by the substitution, t = ex

Q: Sezx(1 + e-2*)dx

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Q: .3 dx х2

A: To calculate the indefinite integral.

Q: 2 dx Зх + 1

A: here we use the log rule  ∫ 1/x dx = log(x)  and , find the indefinite integral .

Q: 7) | sec x. dx

A: Given:       ∫ sec5x dx

Q: (a) tanh(2lnx )

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Q: 6. g(s) %3Dr-고 +1 in

A: The objective is to match the tailor polynomial approximation of the function with its graph.

Q: glx)=Dx-4 X+9 g(xth)3D/

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Q: 4x 9. sech(2x) dx e

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Q: 5. 二 250e-0.5x dx

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Q: 6. x22x3 - 1 dx

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Q: sec (2x) (Round off to 2 decimal places) tan (2x) 12

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Q: Evalmate: 3/2 Cas 3x) dx

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Q: sec x dx 5.

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Q: (2x-3)4 dx 10

A: Given:The integral is

Q: 6. dx Vx - 1

A: Given that I=∫161x2-1dxsolution…

Q: 1. S Vx4 – 10x3 + 25x² dx -

A: Solution: As per our guideline we are supposed to answer only first question . Kindly repost other…

Q: Evaluate. Use a capital C for any constant. 5)° dx %3D

A: Here we use the formula of (a-b)^3, to expand the given expression. Then we integrate each term to…

Q: Sõlve for x to the nearest degree.

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Q: 16x4-25 dx equals 5+4x2

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Q: The wavelength (nm) for a photon with an energy of 2.947 electron-volts is:

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Q: too dx what can you deduce about .4 x* +2x+6

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Q: 5 |V25 – x² dx Compute the value of

A: Given: I=∫0525-x2dx we know that ∫a2-x2dx=x2a2-x2+a22sin-1xa+c                                  ...1