Find all eigenvalues (lambda symbol) (set of symbol) R and eigenfunctions y(x) for the eigenvalue problem
y" + [lamba symbol]*y = 0, 0 < x < Pi/2
with the mixed boundary conditions y'(0) = 0 , y(Pi/2) = 0 .
Hint First consider [lambda symbol] = 0, then [lambda symbol] < 0, then [lambda symbol] > 0.
^^^^ Ok, I need help. Second order ODE I'm guessing from the looks of it. I only know how to find eigenvalue and eigenvectors in things like ----> y' = [A]*y where [A] is a matrix.
Please help , I know there are a bunch of users who know this stuff
y" + [lamba symbol]*y = 0, 0 < x < Pi/2
with the mixed boundary conditions y'(0) = 0 , y(Pi/2) = 0 .
Hint First consider [lambda symbol] = 0, then [lambda symbol] < 0, then [lambda symbol] > 0.
^^^^ Ok, I need help. Second order ODE I'm guessing from the looks of it. I only know how to find eigenvalue and eigenvectors in things like ----> y' = [A]*y where [A] is a matrix.
Please help , I know there are a bunch of users who know this stuff