2. Repeat question 1 for the same endowments, but with preferences now represented by the following utility functions: uA(x1A,x2A)=2(x1A)+4(x2A)uB(x1B,x2B)=(x1B)(x2B) (i) Draw an Edgeworth box describing this economy. Mark the endowment point. Show in your Edgeworth box the set of feasible allocations that Pareto dominate the initial endowment (these are the feasible allocations that can be reached through voluntary trade). (ii) Derive the set of all feasible Pareto efficient points, and plot it in the same Edgeworth box. Denote which points represent the contract curve. (iii) Compute the competitive equilibrium prices and the associated allocation of the two goods. 2. Repeat question 1 for the same endowments, but with preferences now represented by the following utility functions: uA(x1A,x2A)=2(x1A)+4(x2A)uB(x1B,x2B)=(x1B)(x2B) (i) Draw an Edgeworth box describing this economy. Mark the endowment point. Show in your Edgeworth box the set of feasible allocations that Pareto dominate the initial endowment (these are the feasible allocations that can be reached through voluntary trade). (ii) Derive the set of all feasible Pareto efficient points, and plot it in the same Edgeworth box. Denote which points represent the contract curve. (iii) Compute the competitive equilibrium prices and the associated allocation of the two goods