(2x2+y)dx + (x2y-x)dy = 0 solve the equation.

Q: Find the solution fo (x^3-y^3)dx + xy^2

A: Here we have,  (x3-y3)dx+xy2dy=0⇒(x3-y3)dx=xy2dy⇒dydx=(x3-y3)xy2 ..............(1) Which is a…

Q: Solve 2xy dy - (x² +y² + 1)dx=D0

A:

Q: dy , 2xy - (1-x*)' . dx 1-x 2ху Solve

A:

Q: Solve the equation (6x + y?) dx +y (2x – 3y) dy = 0. -

A: Given,  (6x+y^2)dx + y(2x-3y)dy=0

Q: 3x² (- x) dx – (-y) dy = 0 2х (1) Find the general solution for

A: The given differential equation is: 2xy3-xdx-3x2y4-ydy=0 Comparing this with: M dx + N dy = 0, we…

Q: Q3: Solve (x + y)dx - x dy = 0

A:

Q: d²y 2- dx -- 3y = 3e3x – 5e4x Solve - dx2

A: To solve the given ode.

Q: | 8. Solve the equation: dy/dx = x²e-4x – 4y.

A:

Q: Q3: Solve d2y dy +22+y = e* dx2 dx

A:

Q: Get the solution: x^2 dy/dx - y^2 = 2xy

A: Get the solution: x^2 dy/dx - y^2 = 2xy

Q: dy + 3x2 + 2y3 = 0 dx e) Solve (6x + 1)y?

A:

Q: (9x-4y+4)dx-(2x-y+1)dy=0

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Q: Solve (D2+2D+2)y=e-x+sin 2x

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Q: Ql: solve the equation (y +x )dy +(x - y )dx = 0 %3D

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Q: d y Solve dx2 +4+3y-e dy ² dx

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Q: ay (2х-10у), +y = 0 dx Solve

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Q: Find the solution of the difference equation 2 (2x^2 + y^2)dx - xydy = 0.

A: Given differential equation 2 (2x^2 + y^2)dx - xydy = 0. Now we will find the solution of…

Q: B) Solve the equation (x+y-1)³ dx+4(x-2) dy=0.

A: Solution

Q: x+y-4) dx-(3x-y-4)dy=0; when x=4, y=1 Solve using Coefficient linear in the two variables

A: ( x+y -4)dx-(3x-y-4) dy = 0 , x=4                                                               y…

Q: Solve the equation (6x+y2)dx+y(2x−3y)dy=0.

A: Solve the differential equation 6x+y2dx+y2x-3ydy=0

Q: d?y 2. Solve the equation using operator method dx² + 2y = 0; - dx 3.

A:

Q: Q2/ solve; dy A: dx y **= e* + y3 x+1

A: Consider the given differential equation as below: dydx-y(x+1)=exy3 Here the objective is to find…

Q: Solve the equation:    (xy2+x3 √y) dy + (y3- x4) dx = 0

A:

Q: -3x +e xー2) dx

A: Simple integration problem....

Q: 3. (x – 4y – 9)dx + (4x + y – 2)dy = 0 -

A:

Q: dx (x² + 1)2 0.

A: Solution:-

Q: Solve the equation dy y xy-3 dx

A: In this question we will use basic of solution of differential equation.  If differential equation…

Q: 1. S dx x² -1

A:

Q: Solve

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Q: The solution of (xy – ) = y³e-x² dx

A: The solution of the differential equation is defined as the function that satisfies the equation.…

Q: Solve the equation. (4x2 + 2x-1y)dx + (x²y° - 1)dy = 0

A: Given: Given differential equation is 4x2+2x-1ydx+x2y3-1dy=0 we want to solve this ODE

Q: Solve the differeial equation: dy/dx=3x^2y^2

A: The given differential equation is dydx=3x2y2.

Q: Q3/ Solve dy dx4 2d²y + 1 = 0 dx²

A: Given d4ydx4-2d2ydx2+1=0To find solution:

Q: Solve the DE 3y2 Y +x-1y3 =x*. dx

A:

Q: (6х — Зу + 2)dx + (у — 2х + 1)dy 3D 0 -

A:

Q: • Solve the equation (2xy – 3x²)dx + (x² + 2y)dy = 0

A: Given that: (2xy-3x2)dx+(x2+2y)dy=0

Q: 2. (2x + y – 4)dx + (x – 3y + 12)dy = 0 -

A:

Q: Solve the equation: (a) xdy/dx - (1+x)y = xy2 (b) (1 +yex + xyex)dx + (xex + 2)dy = 0

A: Bernoulli differential equation: y'+p(x)y=q(x)yn A differential equation Mdx+Ndy=0 is said to be…

Q: Solve (D2+4D+4)y=e-x sin 2x

A:

Q: Solve the equation xd2y/dx2-dy/dx+4x^3y=x^5

A: Consider the provided D.E,

Q: + 2x3 d?y dx2 dy Q5. Solve x* dx3 + xy = 1 - dx

A: According to the given information it is required to solve the differential equation:

Q: Solve the equation. * (x + 2y – 4) dx – (2x + y– 5) dy = 0

A: (x-y-1)3 = c(x+y-3) is correct option.

Q: d²y dy Solve 3 dx2 - y = 0 dx

A: our objective is to solve the differential equation.

Q: Solve: •2-3x 5² 5²-³x fx+y x dz dy dx 0 0

A: Here we have to evaluate the given Integral

Q: Q2: Solve: dy_ (1- y)x².Inx yf-1 dx 03-

A: NOTE: Hi! Thank you for your question. As per the honor code we'll answer the first question since…

Q: Solve the equation (2xy+y)dx + (x²-x)dy=0

A:

Q: Solve the simultaneous equations y = 1 + 3x – x2 and y = 3 – x graphically. %3D fom

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Q: (y2-2xy-x2)dx+(2x2)dy        Find the solution of the equation through the point (1,2)

A: We have to find the general solution from the given condition

Differential Equations

Have you ever observed the movement of the satellites and rockets or how the planets go around the sun in their orbits? How will you determine their motion? Definitely they follow some scientific laws and these kinds of problems are framed as differential equations.