r(t) = < 6 - t, 20 - t^2, 2 - t^3/28 >.
(a) Show that there is precisely one time t at which the pilot can hit a target located at the origin.
2.) Show that w(t) = < sin(3t+4) , sin(3t-2) , cos 3t > satisfies the differential equation w'' (t) = -9w(t).
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