Grade 4–6Common Core (CCSS) · Math: statistics
Mean, Median and Mode Worksheets — Free with Answers
Practise averages with realistic data: test scores, temperatures and match results.
More options
Mean · 10-12 years
Name: ____________________Worked example
- The goal: find the mean – what each value would be if they were all equal.
- Mean = the sum of all values ÷ the number of values.
- Example: 4, 6, 8. Sum: 4 + 6 + 8 = 18.
- 18 ÷ 3 = 6. Answer: the mean is 6.
- Check: read the question again. Does your answer give what was asked, with the right unit? Work backwards to see that it fits. ✓
Calculate the mean of 11, 9, 12, 14 and 4.
The temperatures on 4 days were 19, 20, 19, 18 °C. What was the mean temperature for those days? Answer with the correct unit.
Calculate the mean of 10, 6, 12 and 8.
A shop sold 3, 1, 9, 10, 7 ice creams on different days. How many were sold per day on average?
Calculate the mean of 13, 14, 6, 14 and 8.
Some pupils ran 14, 6, 9, 13, 13 laps. What is the mean number of laps? Answer with the correct unit.
Calculate the mean of 5, 7, 3 and 5.
A shop sold 12, 5, 4, 12, 12 ice creams on different days. How many were sold per day on average?
Calculate the mean of 16, 13, 17, 8 and 11.
The temperatures on 5 days were 14, 16, 11, 9, 10 °C. What was the mean temperature for those days? Answer with the correct unit.
Calculate the mean of 12, 13, 8 and 15.
A shop sold 10, 15, 16, 7 ice creams on different days. How many were sold per day on average?
Calculate the mean of 9, 11, 11, 11, 3 and 3.
The temperatures on 4 days were 5, 11, 8, 8 °C. What was the mean temperature for those days? Answer with the correct unit.
Calculate the mean of 10, 7, 13, 12, 15 and 9.
Some pupils ran 5, 3, 2, 5, 8, 13 laps. What is the mean number of laps? Answer with the correct unit.
Calculate the mean of 18, 17, 17 and 12.
A shop sold 23, 18, 21, 15, 20, 23 ice creams on different days. How many were sold per day on average?
Calculate the mean of 6, 6, 15 and 9.
Sara scored 12, 13, 16, 13, 17, 13 points in some games. What is the mean score? Answer with the correct unit.
Answer key
- 1. 10
- 2. 19 °C
- 3. 9
- 4. 6 ice creams
- 5. 11
- 6. 11 laps
- 7. 5
- 8. 9 ice creams
- 9. 13
- 10. 12 °C
- 11. 12
- 12. 12 ice creams
- 13. 8
- 14. 8 °C
- 15. 11
- 16. 6 laps
- 17. 16
- 18. 20 ice creams
- 19. 9
- 20. 14 points
Topics on this worksheet
Areas on this sheet
- Probability and statistics · 20
Step 1 of 5
Choose an area
Your choices
- Area
- Statistics & probability
- Exercise type
- Mean
- Age
- 10–12 years
- Difficulty
- Easy
- Number of tasks
- 20
- Task format
- Mixed
- Paper size
- US Letter
Your choices
- Area
- Statistics & probability
- Exercise type
- Mean
- Age
- 10–12 years
- Difficulty
- Easy
- Number of tasks
- 20
- Task format
- Mixed
- Paper size
- US Letter
More options
How to use the tool
- Choose the exercise type mean (or median and mode).
- Pick age group, difficulty and calculations, word problems or a mix.
- Print or save as PDF. “Create new version” gives new numbers with a matching answer key.
About this generator
Averages summarise a data set with one number. The mean is the sum divided by the count, the median is the middle value and the mode is the most common value. The easier level uses short lists with whole-number answers; harder levels use longer lists and decimals. Switch the exercise type to median and mode for more practice. The answer key is calculated by the website, so it always matches the tasks. No sign-up is needed and no personal data is collected.
Popular uses
- Introducing averages
- Comparing mean and median
- Data from sports and weather
- Revision
More math worksheets by topic
- Percentage worksheets
- Fraction worksheets
- Equation worksheets
- Algebra worksheets
- Decimal worksheets
- Time worksheets
- Area and perimeter worksheets
- Statistics worksheets
- Division worksheets
- Subtraction worksheets
- Volume worksheets
- Unit conversion worksheets
- Multi-step maths worksheets
- Pythagorean theorem worksheets
- Linear function worksheets
- Proportion worksheets
- Interest worksheets
- Exponent and square root worksheets
- Systems of equations worksheets
- Mixed math review (ages 14–16)
- Math worksheets grade 1
- Math worksheets grade 2
- Math worksheets grade 3
- Math worksheets grade 4
- Math worksheets grade 5
- Math worksheets grade 6
- Math worksheets grade 7
- Math worksheets grade 8
- Math worksheets grade 9
- Math worksheets grade 10
- Math worksheets grade 11
- Math worksheets grade 12
- Quadratic function worksheets
- Trigonometry worksheets
- Exponential function worksheets
- Logarithm worksheets
- Arithmetic sequence worksheets
- Derivative worksheets
- Integral worksheets
- Vector worksheets
- Standard deviation worksheets
- Sine and cosine rule worksheets
- Polynomial equation worksheets
- Inequality worksheets
- Circle equation worksheets
- Math worksheets ages 6–8 (grades 1–2)
- Math worksheets ages 8–10 (grades 2–4)
- Math worksheets ages 10–12 (grades 4–6)
- Math worksheets ages 12–14 (grades 6–8)
- Math worksheets ages 14–16 (grades 8–10)
- Weekly math worksheet
- 2nd grade addition and subtraction worksheets
- 3rd grade multiplication worksheets
- 4th grade fractions worksheets
- Long division worksheets
- 5th grade decimals worksheets
- 6th grade fractions worksheets
- 6th grade equations worksheets
- Pre-algebra worksheets
Frequently asked questions
- How do I pick the right level?
- Choose an age or grade in step 2. Start easier if the pupil is unsure – you can switch anytime and get new problems instantly.
- Can I see the problems before printing?
- Yes. The sheet shows exactly the problems that will print. Click New problems to swap them.
- How do I include an answer key?
- Turn on Answer key in the last step. It prints on its own page after the problems, with the same numbering.
- What does the question mark next to a problem do?
- It opens a step-by-step explanation of the method on screen. It is not printed and does not reveal the answer.
- How do I find the mean?
- Add all values and divide by how many there are.
- How do I find the median?
- Sort the values; the median is the middle one, or the mean of the two middle values.
