(Figure: Payoff Matrix for Gehrig and Gabriel) The figure Payoff Matrix for Gehrig and
Gabriel describes two people who sell handmade Davy Crockett figurines in San
Antonio. Both Gehrig and Gabriel have two strategies available to them: to produce
5,000 figurines each month or to produce 7,000 figurines each month. If both follow a
tit-for-tat strategy, equilibrium will be reached when Gehrig produces _____ figurines
and Gabriel produces _____ figurines.
A) 5,000; 5,000
B) 7,000; 7,000
C) 7,000; 5,000
D) 5,000; 7,000
(Table: Natasha’s Total Utility) Look at the table Natasha’s Total Utility. Natasha earns
$50,000 per year but faces losing $20,000 of it if she is late with her work. If there is a
25% probability that Natasha will be late with her work and her income will equal
$30,000, the premium for a fair insurance policy to eliminate the uncertainty in her
income would equal:
A) $4,000.