OCR A-Level Economics H460
Introduction to Microeconomics
Microeconomics: The Role of Markets
Microeconomics: Business Objectives
Microeconomics: Market Structures
Microeconomics: The Labour Market
Macroeconomics: Aggregate Demand and Aggregate Supply
Macroeconomics: Economic Policy Objectives
Macroeconomics: Implementing Policy
Macroeconomics: The Global Context
Macroeconomics: The Financial Sector
Quantitative Skills for Economics
Themes in Economics: Synoptic Application
Macroeconomics: Economic Policy Objectives
Lorenz curves, the Gini coefficient and the causes of poverty
- 3 things to know
- Component 02
Overview
Recall questions on mean and median incomes, quintiles and deciles, constructing Lorenz curves, calculating the Gini coefficient, and the causes and consequences of poverty and inequality.
What you need to know
Answer each one before you reveal it.
Give one limitation of the Gini coefficient as a measure of inequality.
What is a quintile, and what is a decile?
Questions from this subtopic
Each one with the model answer underneath.
- 1
Why is the median rather than the mean used to describe a typical income?
Model answer
Because income distributions are skewed by a small number of very high incomes, which pull the mean above what most people actually receive.
- 2
Nine households have weekly incomes of £200, £260, £300, £340, £400, £450, £520, £700 and £1,830. Calculate the mean and the median, and state what the comparison shows.
Model answer
The median is the fifth value, £400, and the mean is £5,000 ÷ 9 = £556 to the nearest pound, so the mean exceeds the median because the distribution is skewed by the single very high income.
- 3
What is a quintile, and what is a decile?
Model answer
A quintile is one fifth of a population ranked by income, and a decile is one tenth.
- 4
The bottom quintile of households receives 8% of total income and the top quintile receives 40%. Calculate the quintile ratio and interpret it.
Model answer
The ratio is 40 ÷ 8 = 5.0, so the richest fifth of households receives five times as much total income as the poorest fifth.
- 5
Quintile shares of income, from poorest to richest, are 8%, 12%, 17%, 23% and 40%. State the cumulative shares needed to construct a Lorenz curve.
Model answer
The cumulative shares are 8%, 20%, 37%, 60% and 100%.
- 6
What is measured on each axis of a Lorenz curve diagram?
Model answer
The horizontal axis shows the cumulative percentage of households ranked from poorest to richest, and the vertical axis shows the cumulative percentage of total income they receive.
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