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Consider an economy with three assets and three states. Let be the matrix of asset payoffs at t=1 and p the vector of asset prices at t=0.
Assume p3 =2. a) Does an arbitrage portfolio exist?
b) Can you create a portfolio with t=1 payoff of (0,1,2) and what is the price of such a portfolio?
if market demand is Q= 30 - 3P how do you write the marginal revenue function as a function of Q
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