r (n): u*- 'e*dx %3D ulgn

Q: @ sinhz= loy (z+[2+1) %3D

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Q: integral i

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Q: 2. the inde fincte Integial X+8)(Vã-8) da

A: Just first the simplification of given integral and then integrate ∫xndx=xn+1n+1+C, where C is the…

Q: integral -{cay,a> 91-) Evoluate te nplhas)ss - 24x<0, Ocyc1, -16241} . where

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Q: How do I integrate xarcsin(2x)dx using integration by parts?

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Q: -jwt dt ーの 2. 70

A: We have to solve given problem:

Q: Evaluate using integration by parts: fx sec-¹x dx

A: SOLUTION-

Q: sec 2x da 4. I+3 tanzx

A: Integration methods help to find the answer to the problem. Substitution of the function helps to…

Q: To integrate by u-substitution, which part of the integrand should you choose as u? S cos de sin² x…

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Q: dy Let ry = 1 and dt 5. dx when x = 5. dt Find

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Q: (雲) 1 dy tion 1+ is = 3 dx wy da 3, 1 12, 1 1, 15 15, 1

A: We have to choose the correct answer

Q: r(10,3,3) dx (1,1,1) dy dz. - -

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Q: Explain how to simplify the integrand of dx before x - 1 integrating.

A: we have to simplify the integrand before integrating ∫x+1x-1dx

Q: (メフき お! then Rind fcx) and ec3) メ+ %3D fC) = e %3D by using integration ?

A: f(x)=ex+1-f'(x) and f(1)=e

Q: Approximate using differential √627( answer in fractional form)

A: Let y=f(x)=x4where x=625 &amp; ∆x=2

Q: Find dy ду é^sinx in sx

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Q: 7,9,-4) y dx +x dy +3 dz = (5,4,1)

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Q: Calculate the left rectangle approximation of 3x- dx using five subintervals.

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Q: Integrate § 8x^3 dx from -2 to 2 and explain (with a diagram) how this area could be 0.

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Q: = vt – 2, d²y t – 2. d²y y = t² – 3' dx2

A: x=t-2y=t2-3

Q: What is the integrable form of et dx? e-e-X

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Q: find dy/dx

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Q: Finel for r=1-Sino

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Q: Differentiate dy- dy

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Q: find dy / dx by implicit differentiation.

A: Given equation is x4y-8xy+3xy2=9. To find dydx. Solution: Power rule of differentiation states that:…

Q: 2x2 dx 5 – x²

A: Given - ∫2x25 - x2 dx To find - Find the integration using substitution u = 5 - x2

Q: Sx9'de 1. Integrate:

A: Given :

Q: Explain why the fundin f(2)= 526+ z COSZ - z’e? is entire ?

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Q: By using chain rule Find dy/dx iff- u=-1, x=-1

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Q: In 2x dx 3.

A: We have to find solution

Q: Verify the integration formulas in Exercises 38. sechx dx sechx x =

A: Integration properties and methods help to find the required function after the integration.…

Q: The thickness of the shell is a = 0.7 centimeter. Use differentials to approximate the volume of the…

A: Volume of sphere V= 43π×r3 From given figure radius is 100 cm .

Q: he integra = 3/2 is dz Z-2

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Q: -f integration for

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Q: Integrate by Gaussian quadrature (n=3). dx Ji 1+x*

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Q: dx 62 + x² Integrate:

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Q: ue of J. Note that the lows

A: Given ∇.V=1r2∂∂rr2vr+1rsinθ∂θ∂∂θsinθvθ+1rsinθ∂vϕ∂ϕ

Q: Integrate Jxsin(x*)dx x sin(x)dx

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Q: sE de = 6 - +- + arctan( )) +c %3D 1+ Vx

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Q: Scos* y sin ydy

A: Given problem:- ∫ cos4(y/2)sin(y/2) dy

Q: 3. Stanh3x dx = Jsinh3x, Ssinh3x_ dx %3D u = cosh3x du = %3D

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Q: Iterated integrais. 3. ( ye* dx dy Jo Jo

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Q: V9x² – 5 - dx . .2 fact to determine the integral 9x?

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Q: dy dx 118 (x = 3x - 5

A: Topic:- differential equations

Q: Se²(x² + 2x dx by using the integration by parts. Q4 Evaluate ,2x

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Q: ntegrate dx/sqrt(E-((kx^2)/2)) ;    E,k = const.

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Q: Sudv= 2x)dx can be evaluated using integration by parts of the form v=uv

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Q: 2olue dy %3D

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Q: dt 4e -et

A: To evaluate the integral: ∫dt4e-t-et Solution: Given integral can be written as:…