Lesson Y8-U03-L03
Averages and Spread: Mean, Median, Mode and Range Quiz: KS3 Geography, Unit 9
20 questions
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Lesson Y8-U03-L03, Averages and Spread: Mean, Median, Mode and Range: 20 multiple choice questions for the KS3 Geography (National Curriculum), Unit 9: Year 8: Development and Global Inequality, written with Revision Ninja.
Host it live on the board and students join with a game code on their own devices, or revise alone with Free Play. The answers are revealed in the game.
The 20 questions
-
How do you calculate the mean of a set of numerical values?
- Sum divided by count
- Most frequent value
- Middle ordered value
- Range of the data
-
What statistical average is the middle value when data is ordered numerically?
- Median
- Range
- Mode
- Mean
-
What term describes the value that appears most frequently in a data set?
- Mode
- Mean
- Median
- Range
-
How is the range of a data set calculated?
- Add all values
- Divide by count
- Highest minus lowest
- Find the middle
-
What does a large range indicate about a data set?
- Equal distribution
- A high average
- Low data spread
- High data spread
-
What term describes unfair differences in wealth and services between people?
- Distribution
- Anomalies
- Development
- Inequality
-
Which measure is the everyday word 'average' that most people use?
- Mode
- Median
- Mean
- Range
-
What must you do to numbers before finding the median?
- Square each value
- Calculate range
- Find the mean
- Order them
-
Find the mean of 2, 4 and 9.
- 4
- 15
- 6
- 5
-
Find the median of 12, 3, 9, 7 and 20.
- 12
- 7
- 10
- 9
-
What is the mode of 4, 8, 8, 8, 10 and 10?
- 10
- 8
- 4
- 6
-
What is the range of life expectancies 58, 64, 71 and 79 years?
- 13 years
- 21 years
- 58 years
- 137 years
-
Which data set shows the greatest level of inequality?
- 45 and 55
- 10 and 12
- 1 and 90
- 50 and 52
-
Norway's poorest group earns 22 and its richest earns 75 (in the same units). What is the range?
- 75
- 97
- 22
- 53
-
A data set with a poorest figure of 1 and richest of 90 has what kind of range?
- Very large range
- Very small range
- Negative range
- Zero range
-
Find the mean of incomes 30, 30, 30 and 90.
- 45
- 60
- 30
- 40
-
If two villages have the same mean income, what statistical measure might still differ?
- The total sum
- The range
- The mean value
- The sample size
-
Why might a government report both the mean and the range together?
- To show spread
- To hide poverty
- To double taxes
- To save time
-
What does it suggest if a country's mean income and range both rise?
- Decreasing inequality
- Growing inequality
- Lower GDP
- Falling population
-
What is the main limitation of using the mean alone to judge national wealth?
- Ignores total GDP
- Always equals zero
- Hides inequality
- Hard to calculate
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