Consider a contract with payoff max at time T. From your answer to Question 2, what is
Question:
Consider a contract with payoff max 
at time T. From your answer to Question 2, what is the value of such a payoff?
Question 2,
Suppose that two assets SA and SB have stochastic differential equations dStA,B = rStA,B dt + σ A,BStA,B dWtA,B where dWtA dWtB = ρdt. Derive the formula for the option that pays max 
at time T. Suppose S0A = S0B and σA = σB. What happens to the value of the option as ρ goes to 100%?
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