Question: c. Consider now whether there exists a Bayesian Nash equilibrium in which each player n plays the strategy of reporting the crime if and only
c. Consider now whether there exists a Bayesian Nash equilibrium in which each player n plays the strategy of reporting the crime if and only if xn is greater than or equal to some critical value y. Suppose that everyone other than n plays this strategy. What is the probability that at least one person other than individual n reports a crime? (Hint: Given this strategy, the probability that person k will not report a crime is equal to the probability that xk is less than y, which is equal to P1y2. The probability that K individuals do NOT report the crime is then 1P1y2 2K
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