(D4 - 64) y= x cos x
use the method of diagonalization to obtain the general solution of the given system of differential equation d^2x1/dt^2 =5x1+4x2 and d^2x2/dt^2=x1+2x2
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1)Find the general solution to the equation (cos y + 2) dy/dx = 2x.
(D -2) x + Dy = 10sin2t
Dx + (D+2)y =0
(D+3)^2y=sinh2x
Find general solution of the differential equation
dy/dx=y2(1+ex)
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Find the particular solution of dy/dx = ycosx/1+2y^2 given y(x) = 1; y (0) = 1
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1)Find the general solution of xdx = 9x^2x -ydy
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1)Find the general solution to the equation (cos y + 2) dy/dx = 2x.
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1. Find the general solution of ada = 9x²dx- ydy.
2. Find the particular solution of y' = ycosx/1+2y² given y (x) = 1; y (0) = 1.
3. Find the general solution to the equation (cos y + 2) y' = 2x.