3. Consider a pure exchange economy with two consumers. Consumer 1 is Donald and consumer 2 is Vladimir. There are two goods [burgers I and caviar y]. Each consumer's initial endowments consist of 1 unit of each good. Consumer 1's utility function is uzhyl] = 3:1 +y1, while consumer 2's is H2(532, y2) = 532 + 215. (a) Represent this economy [preferences and initial endowments] in the Edgeworth box. (b) Find graphically the Pareto eicient allocations in the Edgworth box. Is the initial endowments point Pareto eicient? \"Thy? 'Why not? (c) Draw the two o'er curves, one for each consumer. Using them, calculate the competitive equilibrium of this pure exchange economy. You should indicate nal consumption of each agent and the equilibrium prices (remember that you can normalize the price of one good to be 1, pg = 1 for example]. Hint: a competitive equilibrium allocation can always be found as an intersection dierent from the endowment of the offer curves