Consider the government's budget balance. Suppose G=570 and the government's net tax revenue is 10 percent of Y. The government budget is balanced when Y equals 5700.
In our macro model, exports (X) are autonomous with respect to domestic national income, but the X function will shift in response to changes in foreign income and international relative prices.
The marginal propensity to import (m) indicates the increase in desired imports when national income rises by $1.
The equation for the net export function (NX) is NX=X−mY. As national income rises, imports rise; NX is therefore negatively related to national income.
If Canadian prices rise relative to those in other countries, then imports will rise and the net export function will shift downward. If Canadian prices fall relative to those in other countries, imports will fall and the net export function will shift upward.
With the addition of government and foreign trade to the simple macro model, the marginal propensity to spend out of national income is less than the marginal propensity to consume out of disposable income.
Consider the following equation: z=MPC(1−t)−m.
The term t represents net tax rate.
The term m represents marginal propensity to import.
The term z represents marginal propensity to spend on domestic output
If there is no government and no foreign trade, the simple multiplier can be written as 1/(1−z), where z=MPC.
With government and foreign trade, z=MPC(1−t)−m.
In comparison to a model with no government and foreign trade, once we add taxes and imports, the value of the simple multiplier is lower.
As a result, the effect on equilibrium national income of a change in autonomous expenditure will be smaller in the presence of taxes and imports.
Our simple macro model has made an important assumption that the price level is constant. We say that output, or national income, is demand determined.
The assumption that the price level is
constant implies that firms are willing and able to produce any amount of output that is demanded without requiring any changes in prices. In this case, national income depends only on how much is demanded. We are not yet considering supply-side influences on national income.
Suppose national income is less than its equilibrium amount (for example, think of unintended changes in inventories so that t aI≠Ia).
That is, desired national income is more than the actual one.
Hence, the desired consumption is more than the actual one.
Some of the desired expenditure must either be frustrated or take the form of purchases of inventories of goods that were produced in the past.
As firms see their inventories being depleted, they will increase production, thereby increasing the level of national income .
The economy of Stranglethorn has the following parameters:
Autonomous desired consumption expenditures are $400.
Marginal propensity to consume out of disposable income is 0.70
Net tax rate of national income is 10%.
Autonomous desired investment expenditures are $250
Autonomous government purchases are $350
Autonomous export expenditures are $50.
Marginal propensity to import is 0.10
The level of desired autonomous aggregate expenditures in this economy is $1050
The economy of Stranglethorn has the following features:
Autonomous desired consumption expenditures are $400
Marginal propensity to consume out of disposable income is 0.80
Net tax rate of national income is 10%.
Autonomous desired investment expenditures are $200
Autonomous government purchases are $400
Autonomous export expenditures are $400
Marginal propensity to import is 0.20
The desired aggregate expenditure function in Stranglethorn can be written as:
AE=1400+0. 52 * Y
AE = 1400 + 0.52Y
Using the function above, compute the equilibrium level of expenditures in Stranglethorn. Y=$2,917
Suppose that the economy of Stormwind has the following features:
The level of private saving is $200.
The level of investment expenditure is $100.
The level of exports is $50.
The level of imports is $100.
Equilibrium, the level of public saving would be equal to $-150.
The level of public saving shows that the government in Stormwind has a budget deficit
If the level of government purchases is $200 in Stormwind, the level of taxes must be $50.
Consider an aggregate consumption function in a simple macro model with government and taxes. Given a marginal propensity to consume out of disposable income of 0.88 and a net tax rate of 9 percent of national income, the marginal propensity to consume out of national income is 0.80
Consider a simple macro model with a constant price level and demand-determined output. The equations of the model are: C=100+0.75Y, I=400, G=500, T=0, X=120, IM=0.09Y.
The marginal propensity to spend on national income, z, is 0.660.
Consider a simple macro model with a constant price level and demand-determined output. The equations of the model are: C=60+0.38Y, I=120, G=290, T=0, X=125, IM=0.08Y.
A national income of 1000 results in desired aggregate expenditure of 895
Consider a model in which output is demand-determined. If the marginal propensity to spend out of national income is 0.55, then a $0.7 billion increase in government purchases will cause equilibrium national income to increase by approximately 1.56.
In the aggregate expenditure model, the assumption of a constant price level implies that
A.national income is fixed.
B.the level of consumption expenditures is fixed.
C.firms are able and willing to produce any amount of output that is demanded without requiring price changes.
D.the level of exports will only change if foreign income changes.
E.the multiplier is the same whether we have a closed or open economy.
Correct answer is C.firms are able and willing to produce any amount of output that is demanded without requiring price changes.
We can expect the national income to be demand-determined when
A.the actual level of unemployment is equal to the natural level of unemployment.
B.firms have excess capacity.
C.the economy is at its full employment level.
D.the economy is experiencing an inflationary gap.