Answers
a) Payoff table
A | D | |
A | (0*,0•) | (52*,-4) |
D | (-4,52•) | (12,12) |
Simultaneous one shot game
NE : (both firms advertise)
b)
if both could collude, where if both could decide, not to advertise, each is better off , & gets 12
c) r = .35, the discount Factor d = 1/(1+r)
d = 1/1.35= .7407
then if both Cooperate, present value of cooperation Payoff
Vc = 12+12d + 12d2 + 12d3 + ....
= 12/(1-d)
= 46.285
if any one deviates, then cheater gets 52 this period, & punishment starts next period, where each gets 0 , the nash eqm payoff,
so present discount value PDV of cheating payoff
Vd = 52+ 0 + 0....
So
as Vc < Vd
then cooperation can't be sustained, firms can't do better
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