9. Milton Friedman believed the Fed should control the money supply precisely. In the
1960s, he proposed that the required reserve ratio be raised to 100 percent. How
would this policy improve control of the money supply? What are the drawbacks to
the policy?
ANSWER: The formula for money supply from Section 11.4 is helpful in answering
this question. With a reserve ratio of 100 percent, the ratio R/D= 1. Plugging this
information into the money multiplier generates a money multiplier of m= 1. Thus,
10. In the text, we ignored traveler’s checks in deriving the money multiplier. Sup-
pose we are more careful and include traveler’s checks in the money supply. Let T
be the level of traveler’s checks, so T/Dis the ratio of traveler’s checks to checking
deposits. Derive the money multiplier in terms of C/D, R/D, and T/D.
ANSWER: M= C+ D+ Tand B= C+ R.
M/B= (C+ D+ T)/(C+ R)
11. Suppose the Fed wants to reduce the money supply by $100. Should it buy or sell
government bonds? How much should it buy or sell?
ANSWER: The Fed needs to decrease the monetary base in order to reduce the
money supply. The monetary base shrinks if the Fed sells government bonds in the
12. Assume the monetary base is $100, the currency–deposit ratio is 0.5, and the
reserve–deposit ratio is 0.1.
a. Calculate the money multiplier and the money supply.
The money multiplier m= (1+C/D)/[(C/D) + (R/D)]. For C/D = 0.5 and R/D = 0.1, the
money multiplier m= 1.5/0.6 = 2.5. The money supply M = m× B = 2.5 × $100 =
$250.
b. Suppose the currency–deposit ratio rises to 1.0. If the Fed holds the monetary
base constant, what happens to the money multiplier and the money supply?
A-76 CHAPTER 11 The Money Supply and Interest Rates