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GOVERNMENT INTERVENTION
IN MARKETSBuffer Stocks
Income Guarantee Schemes and Price Controls
By: Nur Baladina, SP. MP.
BUFFER STOCKS
GOVERNMENT INTERVENTION IN MARKETS Buffer Stocks:
Influencing market supply through holding or releasing stocks to stabilise prices or incomes
Short term measure Used in agriculture where supply can be
volatileAssumption: supply is perfectly inelastic in
short runOnly useful where goods can be stored!
GOVERNMENT INTERVENTION IN MARKETS
Buffer Stock to stabilise price:Price
Quantity Bought and Sold
D
Target Price TP
Government sets a target price (TP)
S (Bad harvest)
10050
After a bad harvest, government releases 50 onto market
S (Good Harvest)
160
After a good harvest the government ‘buys up’ 60 units and puts it into store
INCOME GUARANTEE SCHEMES
GOVERNMENT INTERVENTION IN MARKETS Income stabilisation Schemes: Buffer stocks do not guard against
volatile incomes Aim to ensure farm incomes remain
relatively constant – manipulate price through releasing stocks or adding to stores
GOVERNMENT INTERVENTION IN MARKETS Problems of such schemes:
Farmers do not respond to market signals - market becomes distorted
Overproduction if incomes guaranteedMoral issues of storing foodCost of storage Imperfect knowledge of the marketLong term sustainability, international
effects – LDCs, World Trade Organisation
GOVERNMENT INTERVENTION IN MARKETS
Price Controls: Maximum Prices below normal equilibrium
Price
Quantity Bought and Sold
D
S
£10
100
Assume the equilibriumprice is £10 and the amount bought and sold is 100
£6 P Max
The government imposes a maximum price of £6 (P Max)
60 140
Suppliers reduce the amount offered to 60 but demand would rise to 140 creating a shortage of 80 – rationing might have to be introduced
Black Market Price
£18
Shortages may lead to black market prices way above the equilibrium free market level
GOVERNMENT INTERVENTION IN MARKETS
Price Controls:Minimum Prices set above normal equilibrium
Price
Quantity Bought and Sold
D
S
£5
200
Assume initial equilibrium price = £5 and amount bought and sold = 200
£9 Min P
Government imposes minimum price of £9 (Min P)
170 240
At the higher price, demand would fall whereas supply would rise – a surplus would exist.