National Income Determination Flashcards
Consumption demand
In a simple economy people either spend their disposable income or save.
Y=C+S
Consumption is part of income that is not saved
Households buy goods and services ranging from food, cars, TVs, legal services, entertainment, healthcare etc.
Consumption(C) is the single largest components of Aggregate Demand(AD).
The Consumption Function
The consumption function shows the level of aggregate desired consumption at each level of income.
According to Keynes, consumption is a function of income i.e. C=f(Y)
In a simple model where there is no government hence no transfer payments or taxes disposable personal income (Yd) is equal national (Y).
The consumption function is a straight line written as C = Co + cY.
Y=mx+c
C=bY
With zero income, desired consumption is Co millions.
This is the autonomous consumption that does not depend on
income.
Average Propensity to Consume (APC)
This is the average relationship between consumption and income.
It is the fraction of the income that is devoted to consumption.
It obtained by diving the total consumption by income.
APC= C/Y
Marginal Propensity to Consume (MPC)
This is the slope of the consumption function.
It is positive showing that as income increases, consumption also increases.
It is the fraction of the change in income that is spent on consumption.
It obtained by diving the change total consumption by change income.
MPC= change in C/ change in Y
It is given by c in the equation C=Co+cY
For example, if consumption function is given as
C = 80 + 0.7Y;
Eighty (80) shillings is autonomous consumption.
MPC is 0.7 which means that if income increases by one shilling, consumption rises by 70 cents.
Savings function
Savings are the amount of income that is not consumed.
It is the difference between consumption and the income
Saving is a function of income i.e. S=f(Y)
But Y=C+S
Hence S=Y-C
If C=C0+cY
Hence S=Y-(C0+cY)
S=-C0+(1-c)Y
Where; -C0=autonomous saving i.e. savings one make without income. It is negative since one cannot without income(dis-saving)
1-c=MPS
c=MPC
MPS=1-MPC
MPC+MPS=1
Thus when Y = 0, S = -a
From the consumption function C = 80 + 0.7Y;
This means that when income is zero savings is –80 shillings. Thus households are dis-saving or running down their assets.
Moreover since 70 cents of every shilling is consumed, 30 cents of every one shilling must be saved.
Marginal Propensity to Save
This the slope of the savings function.
It is the fraction of the change in income that is saved.
It is positive showing that as income increases, savings also increases.
It may be expressed as follows;
MPS= change in S/ change in Y
Relationship between the saving and consumption propensities
APS + APC = 1; this is because income is either saved or consumed, it follows that the fraction of incomes consumed and saved must account for all income.
Thus Y = C + S.
Dividing all through by Y we get
Y = C + S = 1 = APC + APS
Y Y Y
(ii) MPC + MPS = 1; it also follows that the fractions of any increment to income consumed and saved must account for all of that increment.
Y = C + S= 1 = MPC + MPS
Investment Demand
Investment demand consists of the firms desired or planned additions to both their physical capital and to their inventories.
Usually, investment decision is governed by output and/or the rate of interest.
Investment can either be autonomous or induced
Autonomous investment
investment that does not depend either on income/output or the rate of interest.
We assume that there is no close connection between the current level of output and the current guesses about how demand for output will change.
That is, firms demand for investment mainly depends on their
expectations about the future demand for their output.
Plotted against income on a graph, therefore it is simply presented by horizontal straight line as shown.
Induced investment
This is the investment that is dependent on the level of income or on the rate of interest is called induced investment.
Aggregate demand
The concept of aggregate demand (AD) refers to the total demand for goods and services in an economy.
AD is related to the total expenditure flow in an economy in a given period.
Aggregate expenditure and GDP(Y) are both function of consumption, investment, government spending, and net exports. So the equations for the two are identical:
Y(GDP) = C + I + G + X-M, and
AE (aggregate expenditure) = C + I + G + X-M
In our simple closed economy where there is no government and foreign sectors AD(AE) = C + I
The 45-degree line then depicts each point in this diagram in which aggregate production (Y) is equal to aggregate expenditures (AE). For this reason, the 45-degree line is also labeled Y=AE(AD).
Equilibrium national income
Equilibrium is the state of rest in which there is no tendency for it to change.
In the simple model where there is no government sector and no foreign sector Y= Yd.
Firms produce output and pay out the proceeds to households as
factor incomes.
Whenever AD falls below its full employment level, firms are unable to produce as much as they would like i.e. there would be involuntary excess capacity. There would be involuntary unemployment.
The Short run equilibrium in the goods market is achieved when AD just equals the output i.e. when AD = Y (where Y is the output) i.e Y=C+I
There is neither shortage nor surplus in the economy.
Equilibrium national income occurs where the AD schedule crosses the 45o line which represents the set of points where aggregate expenditure in the economy is equal to output, or national income
Y= a + Io
1- b
Where Y is the equilibrium value of national income; a
= autonomous consumption while b = marginal propensity to consume.
Equilibrium condition requires that the AD should just be equal to the total value of goods and services produced represented by Y.
Thus at equilibrium AD = Y.
Taking into account the government and foreign sector:
AD = C+ I + G + (X – M).
When national income (Y) is either spent on consumer goods, saved or paid out as taxes.
Thus Y = C + S + T
Thus the condition for equilibrium can be written as AD = Y
C + I + X – M = C + S + T
I + G + X = S + T + M
Changes in national income
AD plays a central role in determining the value of national income.
Shifts in AD function cause changes in national income.
For any specific AD function, there is a unique level of equilibrium national income (Y).
If AD function shifts, equilibrium will be disturbed and national income will change.
The AD function shifts when one of its components shifts.
In a simple closed economy it will shift if consumption or the investment expenditure changes.
I, G, and X are called injections (J) into the flow of income and expenditure. They are autonomous.
Thus total injections are also autonomous, so that when plotted against income on a graph, it will be a horizontal straight line.
S, T and M are called withdrawals (W).
Thus, the condition for equilibrium can be written J = W
Of the withdrawals, savings and imports are both directly related to income but taxes are lump sum.
This means that total withdrawals will be directly related to income.
Inflationary gap
It arises when an increase in spending moves the economy away from the equilibrium at full employment position.
It is the amount by which aggregate demand rises above the level necessary for full employment in the economy
Closing inflationary gap
Reduction in government spending
Increase in taxation to reduce aggregate demand