Suppose the game above is repeated every day, and both firms adopt the following
strategy: cooperate on the first day, then if the other firm cheats, cheat the next day, and
if the other firm abides, abide the next day. This type of strategy is likely to increase the
probability that:
A. both firms cheat.
B. Bagel World cheats.
C. both firms abide.
D. Bagels’R’Us cheats.
In Macroland there is $10,000,000 in currency. The public holds half of the currency
and banks hold the rest as reserves. If banks’ desired reserve/deposit ratio is 10%,
deposits in Macroland equal ______ and the money supply equals _______.
A. $50,000,000; $60,000,000
B. $55,000,000; $55,000,000
C. $50,000,000; $55,000,000
D. $100,000,000; $100,000,000