CCEA A-Level Economics 4410
Key Economic Concepts
The Basic Economic Problem of Scarcity and Choice
Demand and Supply in Product Markets
Markets and Equilibrium
Elasticity of Demand and Supply
Factor Markets: Labour
Market Failures and Imperfections
Government Intervention in Markets
The Circular Flow of Income
Measuring National Income
Aggregate Demand
Aggregate Supply
Macroeconomic Equilibrium
Macroeconomic Objectives
Inflation
Unemployment
Economic Growth
Fiscal Policy and Its Effects
Monetary Policy
Supply-Side Policies
Exchange Rates and the National Economy
Short Run Versus Long Run
Business Objectives
Business Growth
Measuring Markets
Analysing Market Structures
Perfect Competition
Monopoly
Monopolistic Competition
Oligopoly
Contestable Markets
Competition Policy
Trade and Globalisation
Economic Development
Balance of Payments
Exchange Rate Systems and Competitiveness
European Union (EU)
Monetary Policy and the Financial Sector
Fiscal Deficits and the National Debt
Macroeconomic Policies and Objectives in a Global Economy
Quantitative Skills in Economics
Measuring Markets
Sales value against sales volume
- 1 thing to know
- Unit A2 1
Overview
Difference between sales value and sales volume.
What you need to know
Answer each one before you reveal it.
Questions from this subtopic
Each one with the model answer underneath.
- 1
What is the difference between sales value and sales volume?
Model answer
Sales volume is the number of physical units sold, measured in items, litres, tonnes or whatever unit suits the product. Sales value is the total amount of money received, found by multiplying the quantity sold by the price. Because value depends on price as well as quantity, the two measures can move in opposite directions.
- 2
A firm sells 4.6 million units at 10 pounds each. Calculate its sales value.
Model answer
Sales value is quantity multiplied by price, which is 4,600,000 multiplied by 10 = 46,000,000 pounds. The sales volume is 4.6 million units. Both figures describe the same trading performance.
- 3
A firm sold 5.0 million units at 8 pounds in one year and 4.6 million units at 10 pounds the next. Calculate the change in sales value and in sales volume.
Model answer
Sales value was 5,000,000 multiplied by 8 = 40 million pounds and is now 4,600,000 multiplied by 10 = 46 million pounds, a rise of 6 million pounds, which is 6 divided by 40 multiplied by 100 = 15 per cent. Sales volume fell from 5.0 to 4.6 million units, a fall of 0.4 million, which is 0.4 divided by 5.0 multiplied by 100 = 8 per cent. Value rose by 15 per cent while volume fell by 8 per cent, because the price increase more than offset the loss of units.
- 4
A firm's sales value rises 15 per cent while its sales volume falls 8 per cent. Explain how this is possible and what it tells us about demand.
Model answer
Value is price multiplied by quantity, so a large enough price rise can increase value even as fewer units are sold. Since total revenue rose when price rose, demand over that range must be price inelastic, with the percentage fall in quantity smaller than the percentage rise in price. The firm is earning more from fewer customers, which may be profitable but signals a shrinking customer base.
- 5
A firm's price rises from 8 to 10 pounds. Calculate the price index for the second year taking the first as 100, and use it to deflate sales value of 46 million pounds.
Model answer
The price index is 10 divided by 8 multiplied by 100 = 125. Deflating the second year's value gives 46 divided by 1.25 = 36.8 million pounds at first-year prices. Compared with the first year's 40 million pounds this is a fall of 3.2 million pounds, or 8 per cent, which matches the fall in volume exactly.
- 6
Why does deflating a series of sales values by a price index produce the same answer as measuring volume?
Model answer
Sales value is price multiplied by quantity, so dividing value by a price index removes the price element and leaves a quantity measure expressed in money at constant prices. Provided the index correctly captures the price change for the product concerned, the resulting real series moves exactly in step with volume. Deflating is therefore the standard method where volume data are unavailable but prices are known.
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