Two clowns, Twinkle and Jingle, are throwing pies at each other. Twinkle throws a pie toward Jingle from 500 centimeters away. Its flight path is given by parametric equations X = X = Y = = where t is time in seconds. Two seconds later Jingle launches an interceptor pie from his location with the flight path 500-500(t - 2) Y K(t-2) 16(t - 2) 100t 80t - 16t2 Find the value of K which will guarantee that the interceptor pie will hit its target (the pie thrown by Twinkle).