Question

Solve the given differential equation

y-x(dy/dx)=3-2x^{2}(dy/dx)

Answer #1

(x-y)dx + (y+x)dy =0 Solve the differential equation

1) Solve the given differential equation by separation of
variables.
exy
dy/dx = e−y +
e−6x −
y
2) Solve the given differential
equation by separation of variables.
y ln(x) dx/dy = (y+1/x)^2
3) Find an explicit solution of the given initial-value
problem.
dx/dt = 7(x2 + 1), x( π/4)= 1

Solve the differential equation: dy/dx - y =e^x*y^2 (Using
u=y^-1)

4) Solve the following differential equation dy dx = y x + x
pls show me the steps

dx
+ (x cot y + sin y) dy=0, Solve the differential equation and write
your answer without negative exponents.

The differential equation given as dy / dx = y(x^3) -
1.4y, y (0) = 1 is calculated by taking the current h = 0.2 at the
point x = 0.6 and calculated by the Runge-Kutta method from the 4th
degree, find the relative error.
analytical solution: y(x)=e^(0.25(x^4)-1.4x)

dx/dt - 3(dy/dt) = -x+2
dx/dt + dy/dt = y+t
Solve the system by obtaining a high order linear differential
equation for the unknown function of x (t).

Solve the differential equation
a2 (dy - dx) = x2 dy + y2
dx
a is a constant

Solve the differential equation:
d/dx*y(x) + y(x) = 3
y(x) = ?

Solve the following differential equations.
a.) dy/dx+2xy=x, y(0)=2
b.) ?^2(dy/dx)−?y=−y^2

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