With the origin at q(x) and q(y), plot B's indifference curves on the negative X, negative Y plane, and with the origin at 0,0, plot A's indifference curves on the X, Y plane.
Assume there is a limited supply of two goods X and Y, and two consumers A and B. With the origin at q(x) and q(y), plot B's indifference curves on the negative X, negative Y plane, and with the origin at 0,0, plot A's indifference curves on the X, Y plane. Assume that any intersection of points represents a possible bundle of goods held by the two consumers and you have, FTP, what type of box, useful for determining Pareto efficient allocations?
Assume there is a limited supply of two goods X and Y, and two consumers A and B.
Edgeworth box