Question

Solve the differential equation write the answer without fractions and negative exponents :

(6y+x^2y^11) dx - (x^3y^10-6x) dy = 0

Answer #1

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

Solve the Differential Equation:
(2y^4 + xy)dx - (6x^2) dy= 0

solve the differential equation
(2y^2+2y+4x^2)dx+(2xy+x)dy=0

Solve the following system of differential equations:
dx/dt =x+2y
dy/dt =−x+3y

solve differential equation:
dy/dx = (4y-2x+14)/(8x-6y-36)

Solve the differential equation
(1-y)dx-x^2y^2dy=0

(1 point)
In this problem we consider an equation in differential form
Mdx+Ndy=0Mdx+Ndy=0.The equation
(4e−2y−(20x4y5e−x+2e−xsin(x)))dx+(−(20x5y4e−x+8e−2y))dy=0(4e−2y−(20x4y5e−x+2e−xsin(x)))dx+(−(20x5y4e−x+8e−2y))dy=0
in differential form M˜dx+N˜dy=0M~dx+N~dy=0 is not exact.
Indeed, we have
M˜y−N˜x=

Solve the differential equation dy/dx = 10x + 5y/ 5x + 10y
Write your solution without logarithms, and use a single,
consolidated c as a constant.

Use the Laplace transform to solve the given system of
differential equations. 2 dx/dt + dy/dt − 2x = 1
dx/dt + dy/dt − 6x − 6y = 2
x(0) = 0, y(0) = 0

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

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