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y''(t)- α2y = 0 (α > 0):
(a) Find the characteristic polynomial.
(b) Show that the characteristic roots are ±β.
(c) Give the complete solution in terms of (real-valued) functions.
(d) Find a standard basis y1(t), y2(t) at t = 0 in terms of exponentials and convert to hyperbolic functions.
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