e (sinh x dx + cosh x dy) = 0

Q: use appropriate substitution to solve differential equatio dy/dx-(2/x)y=-x^2y^3

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Q: Find the dervative: -1 y = sinh 2 dy dx

A: I have stated the used formulas in the solution

Q: 12. cos cos (xy) = 1+ sin y

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Q: [2 ln (x)+1] dy in yty cosy %3D dx

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Q: cosh x dy + (sinh x)y = e-* dx

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Q: Find dy/dx by implicit differentiation. xey = cos(x2 + y2) + sin(xy)

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Q: Find dy/dx by implicit differentiation.

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Q: // sin(7x²) dx dy. Compute O y/3

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Q: (d) y = sin(Vx) sinh (In x)

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Q: Se* sin e*dx

A: We have to find integrating of given Questions

Q: integral of sin^6 y cos^6 y dy

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Q: dy x COSY dx - siny=0 6 xcos)

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Q: Find the differential dy of the given function. Y = 5x+(sin(x))^2 Dy=?

A: Topic- differentiation

Q: 2- X %3D +2 3- Coshx dy +(y sinh x+e) dxo 36

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Q: メ dy using implicit differentiation when 5. Find dx 2 cos(y) = e. 0

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Q: Integral of sin^3 y cos^5 y dy

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Q: 2. Cosh X y sinh x 2 cosh x sin dx dy dxxy = 1 5. (1-x)

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Q: 1) ſ y³ sin(2y) dy

A: As per our guidelines we are supposed to answer one question , kindly repost the remaining questions…

Q: dy +cosh 2y=0 dx 3. sin x ans: sinh 2y-2cosx3Dc

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Q: Using dx/dy solve sin(x+y)-cos(x+y)=1

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Q: dy 1- cosh x + (sinh x)y = e¯x dx 2 dy 2- - y = e*/2y³ dx

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Q: dy - cosh x dx + (sinh x)y = e¬x

A: see the details solution in below

Q: ( cos x - 3xy- 2x) dx + (2y sin x – x+ In y) dy = 0, y(0) = e

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Q: dy Find at x=0: dx y = (In(cos "x*) -1 COS sinh x %3D

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Q: Find the differential of the function. y = sqrt(1+ln(z))   dy=?

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Q: finel cly 0- ó cost +1nt) e e (cos Ø + Ssin ø)

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Q: Find dy/dx by implicit differentiation cos(x) sin(y) = x2 − 3y

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Q: 53. df = (x+ 1)ye"dx + xe*dy

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Q: Solve the equation xcosy dy+(x+2)siny dx=0.

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Q: 2. f" S"(sinx + cosy) dx dy

A: Note: As per our company guidelines we are supposed to answer the first question only. Kindly ask…

Q: 5 dy of: y = |x sin 2 + tan (x") dx 4

A: Given function is y=xsin2x+tan4x75 We have to find dydx. Here, we have to use some rule of…

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

A: Solution

Q: dy cosh x dx + y sinh x = 2 cosh x sinh x

A: We will find out the required general solution.

Q: valuate f¹² Vsin x + 1 cos x dx.

A: Topic:- application of integration

Q: g. cOS x Vsin x dx

A: Let sinx = t

Q: (g) y = Vtanh 3r (h) y= sinh(cosh 2.x)

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Q: dy 1- cosh x dx + (sinh x)y = e-x - 2 dy 2- - y = e*/2y3 dx

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Q: dy of y = sin(3x² + 5x – 4) * In(e*) is dx

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Q: dy dx by implicit differentiation. 9. Find sinx +Scos 3y = 4

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Q: Find dy/dx.   e4x=sin(x+3y) dy/dx=

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Q: sinh x – 1 dx cosh x

A: The given integral,        ∫sinhx-1coshxdx

Q: Change the order of integration. "A/2 x + 1 3 sin(x) dy dx

A: Consider the graph:

Q: 3- Coshx dy +ly sinh x +e) dx

A: We have to find the solution of differential equation

Q: 7 Find (b) x siny-ycosx-y = 1. dx

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Q: Live of y = e(x+ln x) cive of ƒ(x) = 5x6 – sec jye of y = e(sin x) e(sin x) - sin(e

A: We have to find the derivative of the given function

Q: 4) [ sinh 2xdx 5) [ e* sin e"dx 6) fcosh'vdv

A: Given:  4) ∫0π2 sinh(2x)dx5) ∫ln(π)2exsinexdx6) ∫cosh2vdv

Q: B4. Evaluate e* sin x dx by using integration by parts method.

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Q: Find dy/dx by implicit differentiation. VTy = x'y +33 dy/dx =

A: The given equation is xy=x7y+33.

Q: 1- Cosh x dy + (y sinh x +e*) dx =0

A: