mean, median, mode, range

 

Name:

_________________________________________

Class:

_________________________________________

Date:

_________________________________________

 

1.

12, 6, 29, 47, 21 

 

What is the median in this set of numbers?

 

 

A.

29

B.

47

C.

21

D.

12

 

 

2.

Which set has a median of 48?

 

 

A.

44, 45, 46, 47, 48

B.

61, 48, 72, 84, 95

C.

12, 37, 48, 31, 27

D.

32, 48, 70, 23, 59

 

 

3.

Find the mode. 

 

18, 19, 18, 23, 26

 

 

A.

19

B.

18

C.

23

D.

26

 

 

4.

Find the mode. 

 

713, 371, 773, 371, 173

 

 

A.

371

B.

773

C.

173

D.

713

 

 

5.

Find the range in the following set of numbers. 

 

55, 34, 63, 79, 85

 

 

A.

6

B.

22

C.

30

D.

51

 

 

6.

Find the median of the following numbers. 

 

12, 11, 3, 6, 14

 

 

A.

12

B.

11

C.

3

D.

6

 

 

7.

Find the mode. 

 

56, 19, 37, 56, 54

 

 

A.

19

B.

37

C.

54

D.

56

 

 

8.

Find the mode. 

 

6, 7, 8, 7, 5

 

 

A.

5

B.

6

C.

7

D.

8

 

 

9.

Find the range in the following set of numbers. 

 

36, 19, 42, 10, 10

 

 

A.

10

B.

32

C.

19

D.

36

 

 

10.

In math class today, Badia's teacher gave each group of students a bag of candy to count.  The groups combined their results, which were 27, 30, 29, 35, and 39.  What is the average number of pieces of candy in the bags?

 

 

A.

32 pieces of candy

B.

160 pieces of candy

C.

80 pieces of candy

D.

30 pieces of candy

 

 

11.

The top six home run hitters of all time had 73, 70, 66, 65, 64 and 64 home runs in one season.  What is the average number of home runs they had?

 

 

A.

402 home runs

B.

64 home runs

C.

201 home runs

D.

67 home runs

 

 

12.

Reed and his friends decided to put all of their money together to go to the amusement park.  They had $5.00, $6.00, $29.00, $4.00, $16.00, and $30.00.  What is the average amount of money each friend contributed?

 

 

A.

$15.00

B.

$90.00

C.

$45.00

D.

16.00

 

 

13.

Tyee decided to find out the average number of telephones the families in his neighborhood have.  He counted 2, 8, 4, 2, 2, 4, and 6.  What is the average?

 

 

A.

4 telephones

B.

28 telephones

C.

14 telephones

D.

2 telephones