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Consider the following simultaneous move game with material payoffs as shown below: where X>0, C>0. (i) Suppose 2X (ii) Suppose 2X>C. Show that (Grab, Grab)

Consider the following simultaneous move game with material payoffs as shown below:

where X>0, C>0.

(i) Suppose 2X
(ii) Suppose 2X>C. Show that (Grab, Grab) is a fairness equilibrium. For which values of X, is (Share, Share) also a fairness equilibrium? Are your computations different from those for (i) above, and if so, why?
Consider the following simultaneous move game with material payoffs as shown below: Grab Share Grab Share where X>0, C>0. (i) Suppose 2XC. Show that (Grab. Grab) is a fairness equilibrium. For which values of X, is (Share. Share) also a fairness equilibrium? Are your computations different from those for (i) above, and if so, why

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