econ.studio
Fiscal Policy
Section 1 of 1
Glossary

Fiscal Policy

Fiscal policy is the government changing how much it spends and how much it taxes in order to speed up or cool down the economy. In a recession, it might cut taxes so you keep more of your paycheck, or fund new roads and schools to get money flowing and people hired. When the economy is overheating and prices are rising too fast, it does the reverse — spending less or taxing more to take some heat out of demand.

More precisely, fiscal policy is the use of government spending (GG) and taxation (TT) to influence aggregate demand. Expansionary fiscal policy raises GG or cuts TT to boost demand in a downturn; contractionary fiscal policy cuts GG or raises TT to restrain demand when inflation is a threat. It is set by the legislature and treasury — which is what separates it from monetary policy, run independently by the central bank. Two effects shape how well it works: crowding out (government borrowing can raise interest rates and dampen private investment) and automatic stabilizers (taxes and benefits that adjust on their own as the economy moves).

ΔY=11MPCΔG\Delta Y = \frac{1}{1 - MPC}\,\Delta G
Spending multiplier effect
A change in government spending ΔG\Delta G changes equilibrium output ΔY\Delta Y by the spending multiplier 11MPC\frac{1}{1-MPC} times that change, where MPCMPC is the marginal propensity to consume — the share of extra income that is spent. The tax multiplier is smaller, because part of any tax cut is saved rather than spent.
Expansionary fiscal policy
Raising government spending or cutting taxes to increase aggregate demand, used to fight recession and unemployment.
Contractionary fiscal policy
Cutting government spending or raising taxes to reduce aggregate demand, used to cool an overheating economy and curb inflation.
Crowding out
When government borrowing to fund deficit spending pushes up interest rates and reduces private investment, partly offsetting the policy's boost.
Multiplier effect
The process by which an initial change in spending produces a larger change in total output, sized by 11MPC\frac{1}{1-MPC}. See multiplier effect.