Mean
Median & Quartiles
Spreadsheets
M.A.D.
Vocabulary
100

What is another word for the "mean"?

The "average"

100

What is the first step to find the median?

Sort your data from smallest to largest or largest to smallest

100

What symbol allows you to input a formula for a cell?

=

100

What is the first step in finding the MAD?

Find the mean

100
What is the definition of the sum?

The result when adding numbers together

200

What number is right between 12 and 13?

12.5

200

Find the median of the following list:

6, 5, 11, 13, 24, 12, 14

12

200

What function will find the mean of a list of numbers in a spreadsheet?

=average

200

What is the second step in finding the MAD?

Find each point's distance from the mean

200

What is the symbol for "sum"?

Sigma

300

Find the sum of the following list:

6, 5, 11, 13, 24, 12, 14

85

300

How many quartiles are in 1 data set?

4

300

What does the "$" do when using it in a function?

It locks the cell so that it doesn't change if you drag the formula to more cells

300

What is the last step in finding the MAD?

Find the mean of each data's distance from the mean

300

How do you find the mean?

Divide the sum by the amount of numbers

400

Find the mean of the following list:

6, 5, 11, 13, 24, 12, 14

12.1

400

How do you calculate the IQR?

Q3 - Q1

400

Write the function that adds up all of the numbers shown

=sum(a1:a9)

400

Which dot plot has a higher MAD value? A or B?

B - it has a higher spread

400

How do you find the median?

Find the middle number in a list of arranged data (if there is a tie - find the mean of the two middle numbers)
500

Find the mean of the dot plot

30.47 minutes

500

Find the quartiles of the following data set:

1, 0, 9, 10, 9, 2, 22, 15

Min: 0

Q1: 1.5

Q2: 9

Q3: 12.5

500

Write the function that finds the average of the data shown

=average(a1:a9)

OR

=sum(a1:a9)/9

500

Calculate the MAD of the following list:

1, 2, 3, 4, 5, 6

0.5

500

What are the 5 values in the 5-number summary?

Min, Q1, Q2, Q3, and Max