Definitions
Frequency Tables
Scatter Plots
Correlation Coefficients
100

The equation of a line

y = mx + b

100

The totals of the rows and columns in a frequency tables

Marginal Frequencies

100

The line drawn in a scatter plot to show correlation

Line of Best Fit

100

The correlation coefficient is represented by this lowercase letter

r

200

The set of all possible values of x

Domain

200

A cell in a frequency table that relates two specific variables

Joint Frequency

200

The slope of the correlation line is

Negative

200

The inequality for the correlation coefficient

-1<= r <= 1

300

The set of all possible values of y

Range

300

The joint frequency of 10th graders who watch TV for more than 5 hours

30

300

The age of someone that receives 15 emails

41-43

300

If the correlation coefficient is negative, the slope of the line of best fit is

Negative

400

A table showing relationships between two categorical variables

Frequency Table

400

The percent of students who watch between 5-9 that are in 11th grade

16.7%

400

The number of emails that someone may receive if they are 60 years old

9

400

The correlation of a scatter plot is strong if the correlation coefficient |r| is close to

1

500

A graph that shows trends between two quantitative variables

Scatter Plot
500

The difference between the percent of students who watch 1-4 hours of TV and the students who watch more than 9 hours of TV

14.4%

500

The FORM of the given scatter plot

Linear

500

The value for r that would best represent the given scatterplot
r=0.8, r=-0.4, r=-0.9, r=0.4

r=-0.6

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