Question: Problem1 Solve the following eigenvalue problem: d' X(x) + B' X(x) =0 Subject to the boundary conditions: dx = 0 dx 1x=0 dx = 0

Problem1

Solve the following eigenvalue problem: d' X(x) + B' X(x) =0 Subject to the boundary conditions: dx = 0 dx 1x=0 dx = 0 dx x=L Show the eigenfuctions X(x), eigenvalues ,, and orthogonality norm: L N ( B n ) = [[ X, ( x ) ]'dx

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