Math Practice Online > free > lessons > Florida > 6th grade > Mean, Median, Mode

These sample problems below for Mean, Median, Mode were generated by the MathScore.com engine.

## Sample Problems For Mean, Median, Mode

### Complexity=1, Mode=simple

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
 1.   4, 0, 2 mean median mode range 2.   1, 7, 7 mean median mode range

### Complexity=3, Mode=simple

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
 1.   6, 3, 1, 5, 5 mean median mode range 2.   4, 10, 9, 5 mean median mode range

### Complexity=1, Mode=graph

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
 1 mean median mode range 2 mean median mode range

### Complexity=2, Mode=graph

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
 1 mean median mode range 2 mean median mode range

### Complexity=3, Mode=graph

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
 1 mean median mode range 2 mean median mode range

### Complexity=5, Mode=graph

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
 1 mean median mode range 2 mean median mode range

### Complexity=2, Mode=table

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
1.
Museum Attendance
Day 1Day 2Day 3Day 4
981461300370

mean
median
mode
range
2.
Temperature of Summer Day
MonTueWed
869190

mean
median
mode
range

### Complexity=3, Mode=table

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
1.
Beach Goers
Day 1Day 2Day 3Day 4Day 5
230150910332853

mean
median
mode
range
2.
Museum Attendance
Day 1Day 2Day 3Day 4Day 5
230262221781671

mean
median
mode
range

### Complexity=5, Mode=table

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
1.
Weight in Pounds
124109121150103105135

mean
median
mode
range
2.
Museum Attendance
Day 1Day 2Day 3Day 4Day 5Day 6Day 7
870940731400861680593

mean
median
mode
range

### Complexity=1, Mode=simple

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
14, 0, 2
mean
median
mode
range
Solution
To get the mean:
The sum is 6
Divide this by 3 to get the mean.
The mean is 2

To get the median:
The middle number is 2,

To get the mode:
There is no mode because there are no duplicate numbers.

To get the range:
The minimum number is 0. The maximum number is 4. The range is 4 - 0 = 4.

21, 7, 7
mean
median
mode
range
Solution
To get the mean:
The sum is 15
Divide this by 3 to get the mean.
The mean is 5

To get the median:
The middle number is 7,

To get the mode:
7 is the mode because it occurs the most number of times

To get the range:
The minimum number is 1. The maximum number is 7. The range is 7 - 1 = 6.

### Complexity=3, Mode=simple

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
16, 3, 1, 5, 5
mean
median
mode
range
Solution
To get the mean:
The sum is 20
Divide this by 5 to get the mean.
The mean is 4

To get the median:
The middle number is 5,

To get the mode:
5 is the mode because it occurs the most number of times

To get the range:
The minimum number is 1. The maximum number is 6. The range is 6 - 1 = 5.

24, 10, 9, 5
mean
median
mode
range
Solution
To get the mean:
The sum is 28
Divide this by 4 to get the mean.
The mean is 7

To get the median:
The median is the average of the two middle numbers. (5 + 9) / 2 = 7

To get the mode:
There is no mode because there are no duplicate numbers.

To get the range:
The minimum number is 4. The maximum number is 10. The range is 10 - 4 = 6.

### Complexity=1, Mode=graph

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
1

mean
median
mode
range
Solution
To get the mean:
The sum is 30
Divide this by 3 to get the mean.
The mean is 10

To get the median:
The middle number is 12,

To get the mode:
There is no mode because there are no duplicate numbers.

To get the range:
The minimum number is 4. The maximum number is 14. The range is 14 - 4 = 10.

2

mean
median
mode
range
Solution
To get the mean:
The sum is 15
Divide this by 3 to get the mean.
The mean is 5

To get the median:
The middle number is 6,

To get the mode:
6 is the mode because it occurs the most number of times

To get the range:
The minimum number is 3. The maximum number is 6. The range is 6 - 3 = 3.

### Complexity=2, Mode=graph

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
1

mean
median
mode
range
Solution
To get the mean:
The sum is 24
Divide this by 4 to get the mean.
The mean is 6

To get the median:
The median is the average of the two middle numbers. (2 + 9) / 2 = 5.5

To get the mode:
2 is the mode because it occurs the most number of times

To get the range:
The minimum number is 2. The maximum number is 11. The range is 11 - 2 = 9.

2

mean
median
mode
range
Solution
To get the mean:
The sum is 32
Divide this by 4 to get the mean.
The mean is 8

To get the median:
The median is the average of the two middle numbers. (6 + 9) / 2 = 7.5

To get the mode:
There is no mode because there are no duplicate numbers.

To get the range:
The minimum number is 1. The maximum number is 16. The range is 16 - 1 = 15.

### Complexity=3, Mode=graph

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
1

mean
median
mode
range
Solution
To get the mean:
The sum is 100
Divide this by 5 to get the mean.
The mean is 20

To get the median:
The middle number is 20,

To get the mode:
There is no mode because there are no duplicate numbers.

To get the range:
The minimum number is 6. The maximum number is 30. The range is 30 - 6 = 24.

2

mean
median
mode
range
Solution
To get the mean:
The sum is 44
Divide this by 4 to get the mean.
The mean is 11

To get the median:
The median is the average of the two middle numbers. (7 + 17) / 2 = 12

To get the mode:
There is no mode because there are no duplicate numbers.

To get the range:
The minimum number is 1. The maximum number is 19. The range is 19 - 1 = 18.

### Complexity=5, Mode=graph

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
1

mean
median
mode
range
Solution
To get the mean:
The sum is 84
Divide this by 7 to get the mean.
The mean is 12

To get the median:
The middle number is 12,

To get the mode:
Multiple numbers occurred the most frequently, (2 times), so we have multiple modes: 7 12 15

To get the range:
The minimum number is 7. The maximum number is 16. The range is 16 - 7 = 9.

2

mean
median
mode
range
Solution
To get the mean:
The sum is 60
Divide this by 6 to get the mean.
The mean is 10

To get the median:
The median is the average of the two middle numbers. (4 + 12) / 2 = 8

To get the mode:
3 is the mode because it occurs the most number of times

To get the range:
The minimum number is 3. The maximum number is 21. The range is 21 - 3 = 18.

### Complexity=2, Mode=table

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
1
Museum Attendance
Day 1Day 2Day 3Day 4
981461300370

mean
median
mode
range
Solution
To get the mean:
The sum is 2112
Divide this by 4 to get the mean.
The mean is 528

To get the median:
The median is the average of the two middle numbers. (370 + 461) / 2 = 415.5

To get the mode:
There is no mode because there are no duplicate numbers.

To get the range:
The minimum number is 300. The maximum number is 981. The range is 981 - 300 = 681.

2
Temperature of Summer Day
MonTueWed
869190

mean
median
mode
range
Solution
To get the mean:
The sum is 267
Divide this by 3 to get the mean.
The mean is 89

To get the median:
The middle number is 90,

To get the mode:
There is no mode because there are no duplicate numbers.

To get the range:
The minimum number is 86. The maximum number is 91. The range is 91 - 86 = 5.

### Complexity=3, Mode=table

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
1
Beach Goers
Day 1Day 2Day 3Day 4Day 5
230150910332853

mean
median
mode
range
Solution
To get the mean:
The sum is 2475
Divide this by 5 to get the mean.
The mean is 495

To get the median:
The middle number is 332,

To get the mode:
There is no mode because there are no duplicate numbers.

To get the range:
The minimum number is 150. The maximum number is 910. The range is 910 - 150 = 760.

2
Museum Attendance
Day 1Day 2Day 3Day 4Day 5
230262221781671

mean
median
mode
range
Solution
To get the mean:
The sum is 2165
Divide this by 5 to get the mean.
The mean is 433

To get the median:
The middle number is 262,

To get the mode:
There is no mode because there are no duplicate numbers.

To get the range:
The minimum number is 221. The maximum number is 781. The range is 781 - 221 = 560.

### Complexity=5, Mode=table

Find the mean, median, mode, and range. If there is more than one mode, answer in the form "5 8" where the modes are 5 and 8. If there is no mode, leave it blank.
1
Weight in Pounds
124109121150103105135

mean
median
mode
range
Solution
To get the mean:
The sum is 847
Divide this by 7 to get the mean.
The mean is 121

To get the median:
The middle number is 121,

To get the mode:
There is no mode because there are no duplicate numbers.

To get the range:
The minimum number is 103. The maximum number is 150. The range is 150 - 103 = 47.

2
Museum Attendance
Day 1Day 2Day 3Day 4Day 5Day 6Day 7
870940731400861680593

mean
median
mode
range
Solution
To get the mean:
The sum is 5075
Divide this by 7 to get the mean.
The mean is 725

To get the median:
The middle number is 731,

To get the mode:
There is no mode because there are no duplicate numbers.

To get the range:
The minimum number is 400. The maximum number is 940. The range is 940 - 400 = 540.

MathScore.com

Copyright Accurate Learning Systems Corporation 2008.
MathScore is a registered trademark.