Consider the equation
for the motion of a simple harmonic oscillator.
(a) Consider the function y(t) = cos βt . Under what conditions on β is y(t) a solution?
(b) What initial condition (t = 0) in the yv-plane corresponds to this solution?
(c) In terms of k and m, what is the period of this solution?
(d) Sketch the solution curve (in the yv-plane) associated to this solution. [Hint: Consider the quantity y2 + (v/β)2.]
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