Injections & Withdrawals into the Circular Flow (AQA A Level Economics)
Revision Note
Written by: Lorraine
Reviewed by: Steve Vorster
The Effect of Changes in Injections & Withdrawals on National Income
Money can enter or leave the circular flow of income in an economy
Injections represent new income in the economy
Withdrawals are the leakage of money from the economy
Injections add money to the circular flow of income and increase its size
Increased government spending (G)
Increased investment (I)
Increased exports (X)
Leakages (withdrawals) remove money from the circular flow of income and reduce its size
Increased savings by households (S)
Increased taxation by the government (T)
Increased import purchases (M)
There are high levels of interdependence between households, firms, the government, the financial sector, and the foreign sector (foreign firms and households)
Diagram: Injections & Leakages
Diagram analysis
Government: Government spending (G) is an injection and taxation (T) is a leakage
Financial sector: Investment (I) is an injection and savings (S) is a leakage
Foreign sector: Exports (X) is an injection and imports (M) is a leakage
The relative size of the injections and withdrawals impacts the size of the economy
Injections > withdrawals = economic growth and increase in national income
Withdrawals > injections = economic decline and a fall in national income
Changes to any of the factors that influence government spending, investment, consumption and net exports will increase or decrease the relative size of the circular flow of income
E.g. An increase in interest rates will increase savings (withdrawal) and reduce consumption and investment
Examiner Tips and Tricks
Remember to consider the net effect and proportionality of the injections and withdrawals. For example, if the size of government spending is large, it is likely to completely outweigh the combined withdrawals of savings and imports.
The size of the multiplier is dependent on the marginal propensity to consume (MPC), the marginal propensity to save (MPS), the marginal propensity to import (MPM), and the marginal propensity to be taxed (MPT).
The Determinants of Savings
The determinants of savings refers to the factors that influence an individual (household) decision to save money rather than consume it immediately
Disposable income can either be saved or spent on goods/services (consumption)
When savings decrease, consumption usually increases
When savings increase, consumption usually decreases
The household savings ratio calculates household savings as a proportion of household income
This percentage is often low when an economy is booming and full of confidence - and vice versa
During lockdown in 2020 this ratio reached a record high in the UK of around 25%
The difference between savings and investment is:
Savings is the portion of income by households that is not spent / consumed
Investment is expenditure by firms on capital goods eg. machinery and equipment. The spending is geared toward enhancing productivity
Firms can also save profits, without spending them
Equilibrium National Income & Full Employment
The equilibrium national income level is where withdrawals are equal to injections
This is also where aggregate demand is equal to aggregate supply
Full employment is the level of income at which an economy is operating at full capacity
It is operating on its production possibility frontier with no spare capacity
Worked Example
An economy is in a state of macroeconomic equilibrium. The levels of investment, savings, exports and imports are shown below
Injections into and withdrawals from the circular flow of income | |
---|---|
Savings | £300 bn |
Investment | £200 bn |
Imports | £200 bn |
Exports | £200 bn |
It can be inferred from the data in the table above that
A: The government is running a budget surplus
B: The injections are greater than the withdrawals
C: Government spending is higher than the value of taxes
D: The withdrawals are greater than the injections
Step 1: Identify what it means when an economy is in 'macroeconomic equilibrium'
Injections = withdrawals
Step 2: Add injections and withdrawals from the table
Injections = Investment (£200 bn) + Exports (£200 bn) = £400 bn
Withdrawals = Savings (£300 bn) = Imports (£200 bn) = £500 bn
Step 3: Identify the missing injections and withdrawals from the table
Government spending (injection)
Government taxation (withdrawal)
Step 4: identify the most true statement from the options
C - The government spending (injection) has to be higher than the taxation (withdrawal), as the withdrawals in the table are already greater than the injections [1]
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