Expansionary monetary policy: buy bonds (or cut administered rates) → interest rates fall → investment and other interest-sensitive spending rise → AD shifts right → real GDP and the price level rise, unemployment falls. Contractionary policy runs the chain in reverse.
💡 Why it works
Lower interest rates make it cheaper to borrow for a new factory, a home or a car, so firms and households spend more at every price level: AD shifts right. Only two links in the chain are shifts: the money supply in the money market, and AD in the AD–AS model. The others are movements along curves: along money demand to the new rate, and along investment demand to a new level of investment.
Step through the chain from the money market to investment to AD–AS.
Worked examples
✏️ Worked example: Ordering the steps
The Fed sells bonds. Put the effects in order.
Reserves and the money supply fall.
Interest rates rise.
Investment and interest-sensitive consumption fall; AD shifts left.
Real GDP and the price level fall; unemployment rises.
Answer: Money supply ↓ → interest rates ↑ → investment ↓ → AD ↓ → output and prices ↓
✏️ Worked example: How big a shift?
Investment demand is $I = 400 - 20i$ (billions, $i$ in percent). The Fed lowers the rate from 6% to 4%. With MPC 0.8, how far does AD shift?
$I$ at 6%: $400 - 120 = 280$. At 4%: $400 - 80 = 320$. Investment rises 40.
Multiplier $= 5$, so AD shifts right by $5 \times 40 = 200$ billion dollars at each price level.
Answer: \$200 billion to the right
The Fed steers a very short-term rate. Longer-term rates, like those on mortgages, are set in markets and depend on expected future rates, inflation and risk; they usually follow the Fed's moves, but not one for one. Policy also takes time: its effects on spending can take many months to show up.
⚠️ Common mistake
Linking the steps in the wrong order, or thinking the central bank directly sets every interest rate, mortgage rates included. Check: start in the money market and end with AD; the Fed sets a short-term policy rate, and other rates respond.
See it with real data: the federal funds rate and the 10-year Treasury yield on the Economic Data page. They move together, but not step for step.