Suppose two baseball teams, the Domestic Shorthairs and the Cache Cows, are to play each other in a best-of-three series and that the Shorthairs have a .7 probability of winning any one game, regardless of the outcomes of preceding games. The winner of the best-of-three series is the first team to win two games. We want to use simulation to estimate the probability that the Shorthairs win the series. Describe the simulation procedure below. Be sure to explicitly describe your variables, trials, process, etc. Remember that another person should be able to pick up your description and replicate the results. Then use the line from a random number table below to carry out 5 trials of your simulation and estimate the probability. Copy the line of random digits into your answer space. Then mark on or above the line of the table so that someone can clearly follow your method. You may add spaces between digits if that will make reading easier. (6 points) 96767 23822 97892 46012 94591 65194 50842 53372 74920 60421 96492 72829 50232