Finding a combined mean when group sizes differ
Finding a combined mean when group sizes differ.
- Mean = total of values ÷ number of values.
- Mean × count recovers a total. Combine totals before dividing by a combined count.
- Keep exact values until the final rounding step.
Example 1
Group A has 8 values with mean 5. Group B has 12 values with mean 10. Find the combined mean to 2 d.
Example 2
Group A has 9 values with mean 6. Group B has 12 values with mean 10. Find the combined mean to 2 d.
Your turn
Group A has 10 values with mean 7. Group B has 12 values with mean 10. Find the combined mean to 2 d.
Check answer
Group A has 11 values with mean 8. Group B has 12 values with mean 10. Find the combined mean to 2 d.
Check answer
Group A has 12 values with mean 9. Group B has 12 values with mean 10. Find the combined mean to 2 d.
Check answer
Group A has 13 values with mean 10. Group B has 12 values with mean 11. Find the combined mean to 2 d.
Check answer
Group A has 14 values with mean 11. Group B has 12 values with mean 11. Find the combined mean to 2 d.
Check answer
Group A has 10 values with mean 7. Group B has 12 values with mean 10. Find the combined mean to 2 d.
Group A has 11 values with mean 8. Group B has 12 values with mean 10. Find the combined mean to 2 d.
Group A has 12 values with mean 9. Group B has 12 values with mean 10. Find the combined mean to 2 d.
Group A has 13 values with mean 10. Group B has 12 values with mean 11. Find the combined mean to 2 d.
Group A has 14 values with mean 11. Group B has 12 values with mean 11. Find the combined mean to 2 d.