SUBJECT: ECONOMICS
CLASS: SS2
DATE:
TERM: 3RD TERM
REFERENCE BOOKS
WEEK NINE
THEORY OF INCOME DETERMINATION
CONTENT
CIRCULAR FLOW OF INCOME
Circular flow of income shows the independence or relationship between households and business enterprise
Supply of Goods and Service
Payment for goods and services
Wages, Interest, Rent and Profits
Productive Services or Resources
Commodity and money flows between households and firms. It shows the flow of payments from business sector to households in exchange for labour and other productive services and the return flow of payments from households to business sector in exchange for goods and services.
The household or the personal sector offers its labour services to the business sector or firms in the production of goods and services. The household is rewarded in form of wages, interest and rent which it spends on the consumption of goods and services produced in the economy.
FACTORS THAT BRINGS ABOUT CHANGES IN THE CIRCULAR FLOW OF INCOME
EVALUATION
CONCEPTS OF SAVINGS, INVESTMENT AND CONSUMPTION
SAVINGS
Savings are made up of disposable income which is not spent on consumer goods and services. Saving involves forgoing some present consumption.
Individuals save for the following reasons:
Factors that affect savings
EVALUATION
INVESTMENTS
Investment may be defined as expenditure on physical assets which are not for immediate consumption but for production of consumer and capital goods and services.
Types of Investment
Purpose: to improve the living condition of the citizen.
Factors that determine investment
CONSUMPTION
Consumption is the sum of current expenditure on goods and services by individuals, firms and government. It is also mean part of income not saved or invested. The level of consumption of an individual depends largely on his level of current income.
Factors that determine the level of consumption
EVALUATION
The Relationship Between Income, Consumption, Savings And Investment
Income, consumption and savings are related. The amount of income earned (household) determines to a large extent the level of consumption of an individual as well as the amount which can be saved. This is represented by the formula. Y = C+S, where Y = Income, C = Consumption expenditure and S = Savings
Also, income, consumption and investment are related. The amount of income earned (business sector) determines to a large extent the level of spending on the running overhead cost (consumption) as well as the amount spent on further investment. This is represented by the formula: Y = C + I , where Y = Income , C = Consumption expenditure , I = Investment Expenditures
In forming an equation with household income and the business sector’s income, we have:
C + S = C + I
S = I
Consumption influences the level of national income. If people consume more, it encourages further production. Economy is at equilibrium when aggregate saving equals aggregate investment and full employment is achieved at this level. We save in order to accumulate capital for investment and for many other personal reasons. There will be no investment without saving. Investment, in turn, creates employment and income for people. Without income, we shall have nothing to save and nothing to spend on consumption of goods and services.
EVALUATION
READING ASSIGNMENT
GENERAL REVISION QUESTIONS
WEEKEND ASSIGNMENT
(c) expenditure (d) depreciation
(b) total goods (c) total income (d) total reserve
THEORY
EQUATION AND CALCULATION OF INCOME DETERMINATION
CONTENTS
NATIONAL INCOME AND ITS CALCULATION
In calculating the National Income for an open economy where import and export are involved (International Trade). A function such as:
Y = c + 1 + a + (x-m) could be used in arriving at the aggregate income in this function.
Y = The value of national income
C = Aggregate Investment expenditure (consumption)
I = Private Investment expenditure
X = Export expenditure
M = Import expenditure
Xn = Net exports (Xn >0)
Example 1
Below is information concerning the gross national product for a country in 1994 (in billions of naira) by sectors that buy the GNP.
Heading Amount
Personal Consumption expenditures 637.3
Gross Private domestic investment 452.2
Government purchase of goods and services 105.3
Exports of goods and services 1001.
Imports 50.3
Solution
GNP = C + I + G + (x – m)
Substituting GNP = N637. 3 + N453.2 + N105.3 + (N100.1 – N50.3) = N1,245.66
Example II
The national income equation of a hypothetical country is expressed as:
Y = C + I + G
Where:
C = a + by
N100m + 3/4Y
I = N20m
G = N40m
Where C, I and G are consumption, investment and government expenditure respectively. Calculate the equilibrium level of national income.
Solution:
Y = C + I + G
Y = a + by + I + G
Substituting into the equation above
Y = N100m + 3/4Y + N40m
Collecting like terms
(Y – 3/4Y) = 100 + 20m + N40
Factorise the RHS
Y(1 – ¾)
Y ( ¼ ) = N160m
Divide both sides by ¼
Y / ¼ 160
¼ = ¼
Y = 160 x 4/1 = N640m
PROPENSITIES TO CONSUME
This is the ratio of consumption to income. Also, it is the fraction of the national income
consumed. That is,
APC = Total National Consumption = C
Total National Income Y
Algebraically
APC = 1 (as c = y)
C = Y X APC
APC >1 as C >Y
Y = C/APC
All things being equal, the average propensity to consume falls between zero and unitary.
Example 1
Calculate the average propensity to consume. If the national income is N20m and the total National Consumption is N15m
Solution
APC = C/Y
Substituting into the formula above
APC = N15M
N20m = 0.75
Example II
If the national income is N150m and the average propensity to consume is 0.2. Calculate the total national consumptions.
Solution:
Applying
C = Y x APC
= N150m x 0.2
= N30m
EVALUATION
Marginal Propensity to Consume (MPC). This can be defined as the ration of the change in consumption to the change in income that necessitated it. That is,
MPC = Change in Consumption = âC
Change in income âY
OR
MPC = âC (Infinitesimal Change) – A very Small Change
âY
O < MPC < 1
MPC falls between Zero and one
Algebraically
âC = MPC x âY and
âY = âC
MPC
Example 1
If total national income increases from N1,500m to N1,800m and the total national consumption increases from N500m to N650m. What is the MPC.
Solution:
MPC = âC
âY
Substituting
MPC = (650 – 500)m
1,800 – 1,500
MPC = N150m = 0.5
N300
Example 2
Given that the total national income increases from N750m to N1000m and the MPC is 0.7, find the change in consumption.
Solution.
âC = MPC x âY
âY = N1000m – N750m
= N250m
Substituting
âC = 0.7 x N250m
= N175m
Example 3
Determine the change in the total income if the change in the total national consumption is N300m and the MPC is 0.4.
Solution
Applying
âY = âC = N300m = N750m
MPC 0.4
EVALUATION
PROPENSITIES TO SAVE
This is defined as the ratio of savings to income. That is, the ratio of income saved (nationally) to the national income. It is denoted thus:
AP = Total National Savings = S
Total National Income Y
O < APS < 1 (provided O < S < Y)
APS = 1(as S = Y)
APS = O (as S = O) Zero savings
Algebraically
S = APS x Y and
Y = S
APS
Example 1
If total national savings is N50m and the total national income is N500m, then the APS will be thus:
Solution:
Applying
APS = S
Y
Substituting
APS = N50
N500
APS = 0.1
Example 2
Calculate the total national income if the total national savings is 250m and the APS is 0.2.
Solution:
Applying
Y = S
APS
Substituting
APS = N250
0.2
APS = N1,250m
This is defined as the ratio of the change is savings to the change in income that necessitated it. It is denoted thus:
MPS = Change in Savings âS
Change in income âY
OR
MPS = âS (infinitesimal change) - A very small change 0 < MPS < 1
MPS falls between zero and one
Algebraically,
âS = MPC x âY and âS
âY MPS
Note: MPS + MPC = 1
MPS = 1 – MPC
Example 1
What is the MPS if the total national income increase from N375 to 450m and the total national savings increases from N85m to N100m
MPS = âS
âY
Substituting
MPS = (100 – 85)
450 – 375
MPS = N15m = 0.2
N75m
Example II
If the change in the total national income is N300 and the mps is 0.6, what will be the total national savings.
Solution:
âS = MPS x âY
= 3000 x 0.6 = N180m
Example III
Given the change in the total national savings is N120mand the MPS is 0.3 calculate the total national income.
Solution
Applying
âY = âS
MPS
= N120m = N400m
0.2
Example IV
Find the mps when the mpc is 0.6
Solution
mpc + mps = 1
therefore mps = mpc – 1
mps = 0.4
READING ASSIGNMENT
Amplified and Simplified Economics for SSS by Femi Alonge , Chapter 31 page 413 – 425
Fundamentals of Economics for the SSS by R.A.I Anyanwuocha Chapter 32 page 254 – 258
Mathematical Approach to Economics for sss by Kunle A. Nosiru page 177-182
WEEKEND ASSIGNMENT
C = 25 + 0.30 y and I = 10 million . What is the equilibrium level of income?
(a) #50m (b) #500m ( c) #5000m ( d) #5.500m (e ) #5.550m
THEORY
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