So I found a general solution to solve 2nd order differential equations of the form :
y'' + py' + qy = R(x)
Where R(x) is a continuous and periodic function, and p,q are constants.
Can anybody guess how I did it? Its not super hard.
y'' + py' + qy = R(x)
Where R(x) is a continuous and periodic function, and p,q are constants.
Can anybody guess how I did it? Its not super hard.