Worked example 1
Find the mean of 4, 7, 8, 5, 6.
Sum = 4+7+8+5+6 = 30. Count = 5. Mean = 30/5 = 6.
Answer: 6
Grade 6 Math · Topic 65
The mean is the “balance point” of a data set. Add all the values, then divide by how many values there are. The mean is one type of measure of center.
Lesson alignment: 6.SP.A.3 · Take your time. You can return to this lesson whenever you need it.
Explore visually
Share the total equally. The dashed line marks the balancing level for every value.
Think first: What total will be shared, and how many equal shares will there be?
Swipe horizontally to see the full diagram.
Turn on JavaScript to adjust this model. The examples and practice below work without it.
Read each step, then cover the explanation and see if you can explain why it works.
Worked example 1
Sum = 4+7+8+5+6 = 30. Count = 5. Mean = 30/5 = 6.
Answer: 6
Worked example 2
Sum = 450. Count = 5. Mean = 450/5 = 90.
Answer: 90
Work these on paper first. Open “Check” when you are ready to compare your answer.
5
5
8
25
3.5
13
6
35
Maya scored 82, 90, 85, 88, 95 on five quizzes. What is her mean score?
Answer: 88.
Sum = 82+90+85+88+95 = 440. Mean = 440/5 = 88.
A team played 6 games and scored 5, 7, 8, 4, 6, 6 points. Find the mean points per game.
Answer: 6 points.
Sum = 36. Mean = 36/6 = 6.
Fresh questions · saved on this device
Try a fresh set each time. Answer one question, check your thinking, and read the explanation. If you miss one, return to the visual model and try another round.
Answer these five questions on your own. You can review the explanations after you submit and try again whenever you like. This short check is for practice, not a grade.
Try the linked topic quiz for more practice. If something is tricky, return to the example and look for the step that changes the numbers or representation.
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Use these free materials if you want another explanation, extra paper practice, or a broader review.