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Bill's income is ____ and his net taxes are ____. His disposable income is
Y - T
In 2016, the city of Canfield collected ____ in taxes and spent ____. In 2016, the city of Canfield had a
T - G
After government and taxes are added to the income-expenditure model, the formula for the aggregate consumption function is
C = a + b(Y - T)
C = __+ __Yd , G =_, T =_, I =_.The equilibrium level of output is
Equilibrium Condition
Y = C + I + G
The aggregate consumption function is C = __ + __Yd. If income is __ and net taxes are __, consumption equals
C = a + b(Y - T).
Refer to the US economy. The equilibrium level of output for the US economy is
Y = C + I + G
Refer to the US economy. At the equilibrium level of output in the US, consumption equals
C = a + b(Y - T)
Refer to the US economy. At the equilibrium level of output in the US, saving equals
S = Y - C - T
If the MPC is __, the government spending multiplier is
1 / 1 - MPC
If the MPC is __, the tax multiplier is
-MPC / (1 - MPC)
Taxes are reduced by __ , and income increases by __. The value of the tax multiplier is
ΔY = ΔT x tax multiplier
If the tax multiplier is __, then the government expenditure multiplier
-MPC / 1 - MPC
Assume that taxes depend on income. The MPC is __ and t is __. The government spending multiplier is
1 / (1 - MPC) + (t x MPC)
Assume that taxes depend on income. The MPC is __, and t is __. The tax multiplier is
-MPC / (1 - MPC) + (t x MPC)
Assume that taxes depend on income. The MPC is __, and t is __. If government spending increases by
__, the equilibrium level of output will increase by
ΔY = ΔGx 1 / (1 - MPC) + (t x MPC)
Assume that taxes depend on income. The MPC is __, and t is __. If tax increases by __, the
equilibrium level of output will decrease by
ΔY = ΔT x -MPC / (1 - MPC) + (t x MPC)