[x7'dx Integrate:

Q: find dy / dx by implicit differentiation.

A: In implicit differentiation, on differentiating y, we use dy/dx.

Q: x³ – 3xy + y? = 5

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Q: Find dy/dx by implicit differentiation. x2 + 4xy − y3 = 6

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Q: Calculate dy/dx using implicit differentiation. x = y2

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Q: The derivative of the function y = sin-1(e* – In x), where Je – In x| < 1, is:

A: Recall ddx(sin-1(x))=11-x2 ddx(ex)=ex ddx(ln(x))=1x

Q: Integrate: J [ xe*dx

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Q: Find dy/dx by implicit differentiation.

A: Given: x2+y2=64 To Find: dydx by implicit differentiation

Q: Find dy by implicit differentiation. dx Vxy = 3x + 3y2 dy dx

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Q: Find dy/dx by using implicit differentiation  x2y+xy2=6

A: Given , x2y+xy2=6          we have to use implicit differentiation to find the dydx.now we need to…

Q: Find the dy/dx by implicit differentiation

A: Given: x3+x2y+4y2=6 To Find: The dydx by implicit differentiation

Q: ху %3D х'у + 28 = x

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Q: 16. ху : Vx2 + y?

A: Using implicit differentiation.

Q: xe dx

A: In the given question we have to solve the integral s.t ∫xexdx. we will solve the indefinite…

Q: Without integrating, explain why: S, ?)°dx = o x(1+ x* -2

A: To show:     ∫-22x1+x22dx = 0 (without integrating)

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: dy Use implicit differentiation to find dx e 2xy = 7y

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Q: dy Use implicit differentiation to find dx e + x² – y² = 10

A: Given implicit function is exy+x2-y2=10.

Q: Find dy/dx by implicit differentiation, where 6x^(3) + 5x^(2)y - 7xy^(3)=8 dy/dx=_________________

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Q: Find by implicit differentiation. dx 4x3 + x?y – xy3 = 4 dx

A: Given equation, 4x3+x2y-xy3=4

Q: Find dy/dx by implicit differentiation. 5x?y + 4y2x = -5 dy/dx =

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Q: Use x = e to explain why dx (In x) = = -, for x> 0.

A: To differentiate x=ey, with respect to x, use the exponential function rule, ddxef(x)=ef(x)ddxf(x).…

Q: 4. Evaluate e*dx using integration by parts.

A: Explanation and solutions is given below.....

Q: The integrating factor of 3xdy + 3y dx is

A: given differential equation: 3xdy+3ydx=0 Remember :  A differential equation of the form…

Q: In integrating the function fx cos(3x) dx using integration by parts, what would be your du? du = x…

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Q: In integrating the function fx cos(3x) dx using integration by parts, what would be your v?

A: Solution

Q: In integrating the function fx cos(3x) dx using integration by parts, what would you choose for your…

A: Let ,I=∫ xcos3xdxSubstitute  u=3xdifferentiate du=3dx⇒du3=dxI=∫ u3cosudu3I=∫ucosu9duTake the…

Q: dy Use implicit differentiation to find for e"/y = x – 7xy dx

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Q: In integrating the function f(3x + 5)(cos ) dx using integration by parts, what would be your du?

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Q: Integrate f dx using integration by parts. x+1

A: Please refer the attached image for complete solution.

Q: In integrating the function fx In 5x dx using integration by parts, what would be your v?

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Q: Find dy/dx by implicit differentiation

A: Given function

Q: Find S x cos x dx by using integration by parts.

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Q: Find dy/dx by implicit differentiation. 7x?y + 4y²x = -5 dy/dx

A: Given that 7x2y+4y2x=-5       ...(1)

Q: O = 4xy x³ + y³

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Q: -2(х-1 — х?) dx

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Q: Integrate J dx X(x-3)

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Q: Find dx by implicit differentiation. y = 5x + 6yx

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Q: Find oy for dx2

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Q: Find / tan- -dx using integration bv parts. TM

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Q: Evaluate / e*cos(x)dx using integration by parts-

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Q: | (In x)? dx. 1. Use integration by parts.

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Q: dy Use implicit differentiation to find if æ + 4xy+ y² = 2. dx

A: The solution is:

Q: Integrate x?dx

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Q: 1 B3. Evaluate dx, using substitution method.

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Q: Find the dx by implicit differentiation. x³ + y3 = 8xy %3D

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Q: dy Using implicit differentiation, find dx vay = 4 + xy-

A: Given :- The given equation is : xy = 4 + xy2 To Determine :-  Using implicit differentiation ,…

Q: Find dy/dx by implicit differentiation. 7x + y = 5 + x?y²

A: Here we have to perform implicit differentiation.

Q: Use implicit differentiation to find dy/dx in y2 = x - 1/x + 1

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Q: | (In x)2 dx Use integration by parts.

A: