Consider an economy with just one technique available for the production of each good. Good Food Labor per unit output 1 Land per unit output 2 Cloth 1 a. Suppose land is unlimited but labor equals 100. Write and sketch the production possibility frontier. b. Suppose labor is unlimited but land equals 150. Write and sketch the production possibility frontier. c. Suppose labor equals 100 and land equals 150. Write and sketch the production possibility frontier. Hint: What are the intercepts of the production possibility frontier? When is land fully employed? Labor? Both d. Explain why the production possibility frontier of part (c) is concave. e. Sketch the relative price of food as a function of its out put in part (c). f. If consumers insist on trading 4 units of food for 5 units of cloth, what is the relative price of food? Why? g. Explain why production is exactly the same at a price ratio of pr/pc = 1.1 as at pr/pc = 1.9. h. Suppose that capital is also required for producing food and clothing and that capital requirements per unit of food and per unit of clothing are 0.8 and 0.9, respectively. There are 100 units of capital available. What is the production possibility curve in this case? Answer part (e) for this case

If it is not possible to increase the output of one good without decreasing the output of the other, when there are only two goods, thenthis situation would describe a point on a production possibilities frontier for the producer.the outcome can be described as efficient.there is no unemployment of resources.All of these outcomes are correct.

Consider the production possibilities frontier below. Assume that an economy is producing the mix of outputs represented by point A. What would have to happen in order for this economy to produce at point B? Output 2 Technological progress A recession Output 1 Giving up some output 1 to produce more output 2 A decrease in taxes

Problem 1: Production Possibilities Frontier Consider an economy that produces bicycles and autos. The production possibilities schedule shown below denotes the points on the production possibilities frontier. Points Amount Bicycles Amount Autos A 10 B 8 D E 5 8 12 14 15 a) Draw the production possibilities frontier in a clearly labelled graph. You can assume the points on the frontier are connected by straight lines. Please put bicycles on the x-axis and autos on the y-axis. b) Is point E more efficient in production than point C? Explain. c) Based on this production possibility frontier, can the economy currently produce 8 bicycles and 10 autos? If not, explain what would need to happen to allow the economy to produce 8 bicycles and 10 autos. d) True/False/Uncertain (and explain): Point B more efficient in allocation than point A. e) Does this production frontier have increasing opportunity costs? Explain, and also explain why it is common for production frontiers to have increasing…