Solve this differential equation. F. xydy-(1+2y^2+y^4 )dx=0;when x=1,y=0

Q: 2ss" + (s')² = 0

A: we will solve the differential equation.

Q: 11. (2х — бу + 4)dx + (х — 2у — 3)dy — 0; when x — 1, у %3 1

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Q: 4. (y' — 5у) %3 х?е* — х е5x

A: According to question, Given differential equation, y'-5y = x2ex-xe5x.

Q: Solve the given differential equation by undetermined coefficients. begin mathsize 16px style y…

A: The solution is shown below-

Q: Get the differential equation and classify the result according to order, degree and linearity.…

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Q: 2x dy 2х. -y = x² - x; y(4) =2 dx

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Q: Solve the following differential equations: 1. y(lnx - In y) dx = (x ln x - x ln y - y) dy

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Q: 12. (4х + Зу — 7)dx + (3х — 7у + 4)dy %3D 0; whe х %3D 1,у %3D1

A: Solve for the differential equation (4x+3y-7) dx + (3x-7y+4)dy=0; when x=1,y=1.

Q: dy 1. tanxsin2y = sin²x + cos²y - dx

A:

Q: Form the differential equation of family of lines situated at a constant distance p from the origin.

A: Since you have posted a multiple question according to guildlines I will solve first question for…

Q: dy = -y + 2 with the initial value y(0) = -2 dx

A: Explanation of the answer is as follows

Q: 10. (2ху*eУ + 2хуз + у) dх + (x?y*eУ — х?у?— 3х) dy — 0; when x - -1, у — 1

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Q: 6. (y cos x + 2xev)dx + (sin x + x²e° + 2)dy = 0; when x = 0, y = 0

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Q: d³u 2 dr5 d*u - 7- dr4 + 12 d³u dr3

A: The differential equation is given 2d5udr5-7d4udr4+12d3udr3+8d2udr2=0. Here ,s=ddr then equation…

Q: solution to this differential equation: x3 ydx + (3x4-y3)dy = 0

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Q: From the differential equation dy = x2 dx, what is the equation of y in terms of x as the curve…

A: Given: dy=x2dx

Q: R/ Find the Solution to the differential equation? X Sin +y cos (=

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Q: 2 2 + xp – y - y = 0 xp

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Q: 4. t dv + (v – v² ln t)dt = 0

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Q: Note k is 3. differential equation

A: a) To solve the differential equation dy/dx = kyx using the method of separation of variables, we…

Q: a) K-3 Solve the differential equation a = kyx using the method of separation of variables. dy dx b)…

A: "Since you have posted multiple questions, we will solve the first question for you. If you want…

Q: ta constant distance p from the origin. find the equation of the circle which touches both the axes…

A: All such lines are tangent to the circles of radius p                y=mx+p1+m2⟹   m=dydxBy…