For some linear equations for example:
$d^2/dx^2 - 3dy/dx - 4y = 0$
Why is the particular solution is 0?
Does this have to do with equations being homogeneous or inhomogeneous?
For some linear equations for example:
$d^2/dx^2 - 3dy/dx - 4y = 0$
Why is the particular solution is 0?
Does this have to do with equations being homogeneous or inhomogeneous?