Ch8. Money, Banking & Monetary Policy — The Fed and Interest Rates
Functions of Money
Three Functions of Money:
① Medium of Exchange: eliminates the
double-coincidence-of-wants problem
② Store of Value: preserves purchasing power
over time
③ Unit of Account: common measure for
comparing prices
US Money Supply Measures:
M0 (Monetary Base): currency in circulation
+ bank reserves held at the Fed
M1: M0 + demand deposits + other
checkable deposits + traveler's checks
M2: M1 + savings deposits + small time
deposits + retail money-market funds
(Published monthly by the Federal Reserve)
Credit Creation and the Money Multiplier
Deposit Creation Mechanism:
Initial deposit → bank lends out (1 − reserve ratio)
→ borrower deposits elsewhere → repeat
Money Multiplier = 1 / Reserve Requirement Ratio
Example: RRR = 10% → multiplier = 10
$100 in base money → up to $1,000 in deposits
Expansion of the Monetary Base:
① Open market purchase (Fed buys Treasuries)
② Fed discount window lending (repos, advances)
③ Quantitative easing (large-scale asset purchases)
Federal Reserve Monetary Policy Tools
The Federal Reserve (central bank of the US):
① Federal Funds Rate Target (primary tool):
Rate ↑ → borrowing costs rise → spending falls
→ money supply contracts → inflation falls
Rate ↓ → borrowing costs fall → spending rises
→ money supply expands → economy stimulated
FOMC sets the target at 8 scheduled meetings/year
② Open Market Operations (OMO):
Buy Treasuries → inject reserves → money supply ↑
Sell Treasuries → drain reserves → money supply ↓
Primary mechanism for hitting the fed funds target
③ Reserve Requirements:
Rate ↑ → multiplier ↓ → money supply ↓
(Fed set RRR to 0% in March 2020)
④ Discount Rate (rate on Fed loans to banks):
Discount rate ↑ → banks borrow less from Fed
→ tighter credit conditions
Interest Rates and Bond Prices
Interest Rates and Bond Prices move INVERSELY:
Rates ↑ → bond prices ↓
Rates ↓ → bond prices ↑
Why:
Bond coupon is fixed → when market rates rise,
existing bonds (paying a lower fixed coupon)
become less attractive → price falls
Yield to Maturity (YTM):
YTM ≈ Annual coupon / Bond price
Price falls → YTM rises (and vice versa)
Duration:
Weighted-average time to receive cash flows
Measures a bond's sensitivity to rate changes
Longer duration → greater price volatility
when rates move
Quantity Theory of Money and Inflation
Quantity Theory (Irving Fisher):
MV = PQ
M = Money supply, V = Velocity (assumed stable)
P = Price level, Q = Real output
Money supply ↑ → P ↑ (inflation)
Effects of Inflation:
Creditors (lenders): lose (real value erodes)
Debtors (borrowers): gain (real debt shrinks)
Real-asset holders: gain
Cash/bond holders: lose
Phillips Curve:
Short run: inflation ↑ ↔ unemployment ↓
(trade-off between price stability and jobs)
Long run: vertical at the natural rate
of unemployment (no lasting trade-off)
Stagflation (1970s): shifted the curve outward —
high inflation and high unemployment simultaneously
Key Concept Cards
Money Multiplier = 1 / Reserve Ratio ★★★★★ : RRR = 10% → multiplier = 10. 10 of deposits. Memory hook: multiplier = 1 ÷ reserve ratio
Interest Rates and Bond Prices: Always Inverse ★★★★★ : Rates up → bond prices down. Rates down → bond prices up. Never the same direction. Memory hook: rates and bonds = opposite directions
MV = PQ ★★★★☆ : Money supply × velocity = price level × real output. More money → higher prices (inflation). Memory hook: more M → more P (inflation)
Practice Questions
Q. Name three expansionary monetary policy tools the Fed uses during a recession.
① Cut the federal funds rate target ② Buy US Treasury securities (open market purchase) ③ Lower the discount rate. Together these expand reserves, lower borrowing costs, and stimulate lending and spending.
Q. If the Fed raises the federal funds rate from 3% to 5%, what happens to the price of existing long-term bonds?
Bond prices fall. Interest rates and bond prices are inversely related. With market rates now higher, existing bonds paying a lower fixed coupon are less valuable to investors — buyers will only purchase them at a discounted price. The longer the duration of the bond, the greater the price decline.
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