For a math and politics class, how would I go about answering the problem?

13.1. Consider the games associated with the following matrices: (3-) (at) For each game, draw the flow diagram, and use it to find any saddle points. 13.2. For each game in Problem 13.1: (a) Draw the min-max diagram and use it to find each player's prudent strategy. (b) Find the prudent strategy guarantees r and (3. Does r = c? (c) Use the min-max diagram to find the saddle points in each game. (d) Describe what happens if both players use their prudent strategies. Does either player do better than his or her prudent strategy guarantee