Course Faculty James Curry INSTRUCTOR Details & Actions Roster View everyone in your course Progress Tracking On Class Collaborate Join session Attendance View your attendance Groups View groups to join Announcements View archive Books & Tools View course & institution tools Course Content In Class Homework In Class Homework 501 minutes remaining Assignment Content This is an inclass assignment. You can work in teams up to 4 people. Each person on the team must submit a speerate assignment blackboard. Question: You have a sports tournament. Simulate the best of 3 games, 5 games, 7 games, and 9 games using markov chain. Let p denote the probability team A wins. Let 1-p denote the probability team b wins. Let p range from .25 to .5 in steps of .05. Develop a markov chain formulation. What is the probability that A wins for the different combinations of number of games and p. Hint: Use python. Hint the states of the markov chain are the number of games won by A and B with absorbing states for b wins and A wins. Hint, just raise matrix to a power should work.