1. Graph the 15 outcomes for which there are utility assignments in the matrix below, as follows: Let the X-axis be the utility assignment of Player No. 1 (Potato Farmer) and let the Y-axis be the utility assignment of Player No. 2 (Broccoli Farmer) and graph each outcome in the matrix below as a function of its utility to each player. In your graph, identify each outcome as a point, and label it with its coordinates. Circle all outcomes that are Pareto optimal and put an "X" through all outcomes that are not Pareto optimal.

PLAYER NO. 2:

(BROCCOLI FARMER)

Player No. 1 (Potato Farmer):	PG CONTRIB. & TRADE	TRADE & NO PG CONTRIB.	INITIATE NO INTER- ACTION	PREY/NO DEFENSE	PREY & DEFENSE
PG CONTRIB. & TRADE.	10,10	7,12
TRADE & NO CONTRIB	12,7	8,8	3, 10
INITIATE NO INTER- ACTION		10,3	5,5	1,7	1,6
PREY/NO DEFENSE			7,1	3,3	[1.5],4
PREY & DEFENSE			6,1	4,[1.5]	2,2