Consider the boundary-value problem y'' - 2y' + 2y = 0, y(a) = c, y(b) = d.
Question:
Consider the boundary-value problem y'' - 2y' + 2y = 0, y(a) = c, y(b) = d.
(a) If this problem has a unique solution, how are a and b related?
(b) If this problem has no solution, how are a, b, c, and d related?
(c) If this problem has infinitely many solutions, how are a, b, c, and d related?
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a r 2r 2 0 r1and the general solution is y e c cos x c sin x If ya c and yb d then ea c cos a C sin ...View the full answer
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