Question

find the general solution to the ODE: y''+yx^2 =0

Answer #1

Find the general solution of the ODE:
x2(y′)2 + yy′(2x+y) + y2= 0

find the general solution of following ”AIRY” ODE
y’’+6y=0

dy/dx = 2 sqrt(y/x) + y/x (x<0)
Find general solution of the given ODE

2nd ODE - what is the general solution of this 2nd ODE, y'' - 4y
= xe^x + cos2x ?

(1-x)y'' + xy' - y = 2(x-1)^2 e^(-x), 0 < x < 1
Find the general solution of the ODE

4x2y'' + y = 0
y = x1/2 lnx is a solution. Find the general
solution.

(a) Solve the differential equations.
4y´´ + 12y´ + 9y= 0
(b) Find the general solution of the ODE
y´´- 5y´+4y=e^4t
(c) Solve the following initial value problem:
y´´+ y =0, y(0)=2, y´(0)=2

Find the general solution of
(D^2 + 6D + 13)y=0

find the general solution to x^2*y''+6xy'+6y=0

Find the general solution to the ODE y2
-10y+21=dy/dx

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