Let y,(t) and y2(t) be solutions of (3) on the interval - oo < t < oo with yl(0)= 3

Chapter 2, Problem 8

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Let y,(t) and y2(t) be solutions of (3) on the interval - oo < t < oo with yl(0)= 3, y;(O) = 1, yz(0) = 1, and y;(O) = f . Show that y ,(t) and y2(t) are linearly dependent on the interval - oo < t < oo.

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