Question: Given two European put options that are identical except that the exercise price of the first put, X1, is greater than the exercise price of

Given two European put options that are identical except that the exercise price of the first put, X1, is greater than the exercise price of the second put, X2, use first-order stochastic dominance and equilibrium in a perfect capital market to prove that one of the puts must have a higher price than the other. Which put option has the higher price?

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