Edexcel A-Level Economics B 9EB0
Scarcity, Choice and Potential Conflicts
Enterprise, Business and the Economy
Introducing the Market
The Role of Credit in the Economy
Market Failure and Government Intervention
Revenue, Costs, Profits and Cash
Business Growth and Competitive Advantage
Firms, Consumers and Elasticities of Demand
Productive Efficiency
Life in a Global Economy
The Economic Cycle
Introduction to Macroeconomic Policy
Globalisation
Economic Factors in Business Expansion
Impact of Globalisation on Global Companies
Impact of Globalisation on Local and National Economies
Global Labour Markets
Inequality and Re-Distribution
Competition and Market Power
Market Power and Market Failure
Market Failure Across the Economy
Macroeconomic Policies and Impact on Firms and Individuals
Risk and the Financial Sector
Globalisation
Index numbers
- 3 things to know
- Papers 2 and 3
Overview
Index numbers and the base year of 100, the formula for an index and calculating one, percentage changes against point changes in an index, weighted indices and revising weights, working back to actual values, comparing indices with different base years, values below 100, presenting data as an index, and reading an index over time.
What you need to know
Answer each one before you reveal it.
Give the formula for an index number.
Output was 250,000 tonnes in the base year and 320,000 tonnes this year. Calculate the index number for this year.
Questions from this subtopic
Each one with the model answer underneath.
- 1
What is an index number?
Model answer
An index number expresses a value as a proportion of its value in a chosen base year, with the base year set equal to 100, so that changes over time can be compared easily.
- 2
Why is the base year of an index set at 100?
Model answer
Setting the base at 100 means any later figure can be read directly as a percentage of the base year, so the change since then is visible at a glance.
- 3
Give the formula for an index number.
Model answer
Index number = (value in the current year ÷ value in the base year) × 100.
- 4
Output was 250,000 tonnes in the base year and 320,000 tonnes this year. Calculate the index number for this year.
Model answer
The index is (320,000 ÷ 250,000) × 100 = 128.
- 5
A price index stands at 138. By what percentage have prices risen since the base year?
Model answer
Prices have risen by 38% since the base year.
- 6
An index rises from 125 to 150. Calculate the percentage increase.
Model answer
The increase is (150 − 125) ÷ 125 × 100 = 20%.
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