Mean, Median, Mode, Range
Box-and-whisker plots
Frequency Tables/Histograms
Random
Stem-and-leaf plots
100
The average of a set of numbers.
What is the mean.
100
You need to find five numbers in order to draw a box-and-whisker plot. These five numbers together are called this.
What is the five number summary.
100
This is a table that shows how often a number occured.
What is a frequency table.
100

Qualitative or Quantitative:
The price of women’s shoes

What is a Quantitative?

100
This is the left part of this type of plot.
What is the stem.
200
The middle value of an ordered set of numbers.
What is the median.
200
The largest value in the data set.
What is the maximum.
200
When counting the number of times a number occurred in a data set, we use these types of marks.
What is a tally mark.
200

Qualitative or Quantitative:

brands of sneakers at store

What is qualitative?

200
This is the right part of this type of plot.
What is the leaf.
300
The value that occurs the most in a data set.
What is the mode.
300
The smallest number in the data set.
What is the minimum.
300
In drawing tally marks, we group them into groups of this.
What is five.
300

Qualitative or Quantitative:

breeds of dogs at a competition

What is qualitative?

300
This must be drawn in order to tell the reader how to read your stem-and-leaf plot.
What is the key.
400
The difference between the maximum value and the minimum value.
What is the range.
400
This is the middle value of the lower set of data.
What is Q1.
400
This type of graph is similar to a bar graph, but the bars touch and show intervals of numbers.
What is a histogram.
400

In two-way tables, the thing you find when it says relative frequencies.  

What is percentages?

400
How to you represent a number occurring twice on a stem-and leaf plot?
What is by writing the number twice in the leaf part.
500
Calculate the median of the data set below: 4, 5, 3, 2, 5, 6, 7
What is 5.
500
Draw a box-and-whisker plot for the data set below: 2, 3, 4, 5, 5, 6, 7
Min = 2 Max = 7 Median = 5 Q1 = 3 Q3 = 6
500

This type of distribution is when most of the data is on the left.

What is skewed right.

500

Find x.   1, 3, 3, 5, 2, 4, x; The mean is 3

x = 3.  
500

Create a stem-and-leaf plot using the data below: 15, 16, 18, 20, 24, 24, 42, 44, 56, 61

1| 5, 6, 8

2| 0, 4, 4

4| 2, 4, 

5| 6

6| 1

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