sin 0 · dr/d0 = -1– 2r cos 20 -1 - 2r cos 20

Q: 2. (sin20 - 2p cos O) dO = 2dp

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Q: Can we solve following differential equation by separable variable method dy y = eV+sinx secx %3D dx

A: Given differential equation is as follows : secxdydx=ey+sinx……1 Let Fx,y=dydx If Fx,y can be express…

Q: Solve following differential equation (1+=) (sin x)dy + (cos x)dx = 0

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Q: a) dy dx xe ex²+ y(0)=1

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Q: 35. (2v3 3)dx + 3xv²dv = 0 – x

A: Given that: (2y3-x3)dx+3xy2dy=0     NOTE: As per our answering guidelines, we can only answer 1…

Q: y" +9y' = 9 tan 3x

A: The solution is given by using method of variation of parameters as follows

Q: ху' 32хеx — у+ 6х? y +

A: simplifying the differential equation into linear form.

Q: Date: an ordinary By using suitable method differential equation by eliminating from the equation…

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Q: solve the differential equation

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Q: Which curve solves the differential equation and passes through the point (0,1)?

A: Using variable separable for solve differential equation.  Let -x2=t then taking integration on both…

Q: 23.(2х — Зу)dx+ (2у — Зx)dy ; х%3D1, у3 1

A: we have to find as per guideline we have to solve one question

Q: dy (10) (8у — х?у)+x- ху? — 0 dx

A: Note:- Since you have asked multiple question As per our policy, we will solve the first question…

Q: differential

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Q: Solve dx- dy

A: Here we can use variable separable method to solve the given differential equation. This method is…

Q: (2y cos x + sin*x) dx = sinx dy %3D

A: Given, Differential equation : 2y cos x+ sin4 xdx=sin x dy To find: General solution of given D.E.…

Q: (х+1)dy %3D (2xе* - ху - 2у)dx

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Q: 4. (2y cos x + sin 'X) ax 5. y' = 1+ 3ytanx

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Q: (4x'у — 15х? — у )ӑx +x* +3у? - х)dy-0

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Q: Please answer number 4 find a set of solutions to the following differential equations:

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Q: (x²-1)y" + 2y' - (x - 1)(x + 1)² = 0

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Q: Can you please solve for the PS/GS of this differential equation and pls indicate what kind of…

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Q: Solve the differential equation. dr sin 0- do +(cos 0)r = tan 0, 0<0<,

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Q: Solve the higher differential equation below; yiv - y = 2 cos x

A: The given differential equation is yiv-y=2 cosx The auxiliary equation is  m4-1=0. On solving,…

Q: 1. (x*+6y*)dx – 4xydy=0

A: The given DIFFERENTIAL EQUATIONS is x2+6y2dx-4xydy=0 ...................... (1) This is homogeneous…

Q: y" + 8y %3D 2х — 5 + 8e-2x ; у(0) — -5; у'(0) — 3; у" (0) — —4

A: The given differential equation is: y'''+8y=2x-5+8e-2x ;           y(0)=-5,  y'(0)=3,  y''(0)=-4 The…

Q: 3. у'sec'xdx - (1- 2у'tanx)dy - 0

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Q: Solve the follow ing differential equation: x²y'-2xy = x* sin 2x. %3D

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Q: 3. xy dx + x²ydy = 0

A: Given- xy2dx+x2ydy=0 To Solve- The above differential equation.

Q: 3 y 1-x y'- 1- X y= e-e

A: Here the given differential equation is y''+1-xxy'-1x2y=ex-e-x This is a linear second order…

Q: The graph below shows solution curves of the differential equation dy sin x- cos x. Find an equation…

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Q: 2. (2х- Зу +1)dx - (3x+2y-4)dy 3D 0

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Q: 2. y + xy = 6x/y %3D

A: Derivatives represent the change in variable with respect to change in another variable. When the…

Q: y' +y lnx = 0

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Q: Find the solution of the differential equation. (sinθ−2rcos^2θ)dr+rcosθ(2rsinθ+1)dθ = 0

A: See the attachment.

Q: Show that the following differential equation is exact and solve the equation as an exact…

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Q: PLEASE SOLVE THIS NEATLY AND COMPLETELY.  Solve this differential equation using two types of…

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Q: 4. ху" + у' — хInx 3D 0

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Q: 6.) y' + (4/x) y- (x')ly) =0

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Q: equation

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Q: 7. ON te 2.

A: We have to solve

Q: By first finding an integrating factor, solve this differential equation. Give your answer in the…

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Q: dy - (x-y+ 1)'dx = 0

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Q: 10) (+ysin4)dx -x sin-dy = 0

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Q: y' = sec x - y tanx %3D

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Q: Solve this differential equation.

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Q: (2x-3y)dx+(2y-3x)dy3D0

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Q: y' +y Inx = 0

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Q: Find the general solution for each differential equation. Verify that each solution satisfies the…

A: Find the general solution for each differential equation. Verify that each solution satisfies the…

Q: Find the general solution for each differential equation. Verify that each solution satisfies the…

A: dydx=tanx cos2y⇒dycos2y=tanx dx⇒sec2y dy=tanx dx Now integrating on both sides, we get ⇒∫sec2y…