The picture is in the picture attached.

Thank you.

Q2 [COMPETITIVE GENERAL EQUILIBRIUM] Amy (A) and Brian (B) have the following utility functions: UA = 2XAYA, UB = (XBYB) 15 where their endowments of consumption goods X and Y are as follows: XA = 60, YA = 10, XB = 60, YB = 50. (@) At the endowment point, what are the marginal rates of substitution of X for Y for Amy? For Brian? (b) If they could engage in voluntary exchange, would they? (c) Normalize the price of good Y to 1, i.e., Py = 1, find the competitive equilibrium price of good X, Px. (d) Find both Brian and Amy's consumption bundles in the equilibrium. (e) Explain the economic intuition/rationale of how you find the competitive price and allocation in (c) in words. (f) Is the allocation of resources achieved in (c) Pareto-Optimal? Explain. (g) Draw an Edgeworth box that shows all possible allocations and plot the endow- ment points. Can you Show the steps to pin down the indifferent curves and plot the indifference curve of the two consumers and the contract curve in the Edgeworth box as well