**This is a 2-page document! ** 1. Point X is randomly placed on AE below. Find each probability. A B C DE 4 -12 -8 -4 0 4 8 12 16 20 24 28 32 a) P(X is on DE) b) P(X is on BC) c) P(X is on AD) d) P(X is not on AB) e) P(X is not on BD) f) P(X is on AB or CD) Draw line segments for questions 2 and 3 to represent the problem. Then solve. 2. Jill is running laps on a path around a circular lake. It takes her 18 minutes to compete a single lap. Her friend Gina's house is along the lake. If Gina steps outside to watch for Jill, what is the probability that she will wait at least 5 minutes before Jill passes her house?