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Differential Equations
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find the eigenvalues and eigenfunctions of y''-4y' +4y = - (lambda)y ; y(0)= y(pi)=0
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start by finding the complinentary solution of the differential equation, I'm sure you can find that out easily at this point so I won't bother providing the complimentary solution. Find the derivative and put them into a matrix and find: \[\det(A-\lambda I)\]
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