Suppose that Bold Halo runs the 1.25 mile course m = 6 times and that Dark Eclipse runs the same 1.25 mile course n = 4 times. Let be the average time for Bold Halo and let y be the average time for Dark Eclipse. 7. Determine the probability that the average time, x, for Bold Halo is between 133 sec and 141 sec? 8. Determine the probability that the average time, y, for Dark Eclipse is between 133 sec and 141 sec? 9. What is the probability that the average time, y, for Dark Eclipse is smaller than the average time, x, for Bold Halo. (i.e. P[x-y20]?) 10. What is the probability that the average time, y, for Dark Eclipse is at most 3 seconds smaller than the average time, x, for Bold Halo. (i.e. P[x-y3]?) Choices for 7. to 10. b) 0.198 g) 0.726 a) 0.111 f) 0.666 c) 0.223 h) 0.726 d) 0.303 i) 0.805 e) 0.445 j) 0.969 Suppose that Bold Halo runs the 1.25 mile course m = 6 times and that Dark Eclipse runs the same 1.25 mile course n = 4 times. Let be the average time for Bold Halo and let y be the average time for Dark Eclipse. 7. Determine the probability that the average time, x, for Bold Halo is between 133 sec and 141 sec? 8. Determine the probability that the average time, y, for Dark Eclipse is between 133 sec and 141 sec? 9. What is the probability that the average time, y, for Dark Eclipse is smaller than the average time, x, for Bold Halo. (i.e. P[x-y20]?) 10. What is the probability that the average time, y, for Dark Eclipse is at most 3 seconds smaller than the average time, x, for Bold Halo. (i.e. P[x-y3]?) Choices for 7. to 10. b) 0.198 g) 0.726 a) 0.111 f) 0.666 c) 0.223 h) 0.726 d) 0.303 i) 0.805 e) 0.445 j) 0.969