Reginald enjoys hunting whitetail deer. He has a dilemma of deciding each morning
where to locate his hunting stand. Reginald would like to choose the location that gives
him the deer with the highest Pope and Young score in the smallest amount of time.
Reginald will also kill the first deer he sees that offers any Pope and Young score. His
utility is a function of the Pope and Young score (b), time in minutes spent hunting (t)
and wealth in dollars (w) and is given by
U(b, t, w) = – + w. If Reginald chooses stand A, he will kill a deer with Pope and
Young score of 120 in 300 minutes. If Reginald chooses stand B, he will kill a deer with
a Pope and Young score of 190 in 480 minutes. In dollars, how much would Reginald
be willing to give up to learn of the outcomes from each stand?
For each city across the U.S., economists construct a price index for a similar basket of
goods. In Los Angeles the index is 127.3 and the index for Dallas is 94.8. If you have
been offered $137,000 for a job in Los Angeles and $117,000 for a similar job in Dallas,
which job affords you the highest purchasing power of the bundle of goods in the price
index? Use the Los Angeles value as the base.