Two Way Tables
Correlation
Linear Regression
100

How many males like basketball?

15

100

Which letter in the calculator describes correlation coefficient?

r

100

Which letters from the calculator do you use when writing a linear regression equation?

a nd b

200

Finish the two way table:

                  M      F     Total

Can Swim   26     23     49

Can't Swim   4     27     31

    Total       30     50     80

200

What are the two descriptions of correlation coefficient?

Strong or Weak

Negative or Positive

200

What is the format of the linear regression equation?

y = _____x + ______
          a              b

300

What percentage of chocolate lovers like soccer?

55% of chocolate lovers like soccer.

300

When is a correlation coefficient considered to be strong?

When it is close to 1.

300

What are the steps in the calculator to find the values to create a linear regression equation?

STAT --> Enter
Type the x-values in L1 and y-values in L2
STAT --> go to the right to CALC
Scroll down to 4:LinReg --> Enter
Scroll down to Calculate --> Enter

400

What percent of females drive sports cars?

25%

400

The results of a linear regression are shown below.

y = ax + b
a = −1.15785
b = 139.3171772
r = −0.896557832
r2 = 0.8038159461

How would you describe the correlation between x and y?

Strong and negative

400

Round the following a and b terms to the nearest hundredth:

a = 67.98542

b = -14.132123

a = 67.99

b = -14.13

500

There are 300 shapes. 3/4 of them are stars. Of the rhombuses, 60 are red. Of the stars, 80% are yellow. Complete the two-way table

60    45     105

15    180   195

75    225   300

500

Find the correlation coefficient of this data, rounded to the nearest hundredth. Describe the strength (weak/strong & negative/positive)

r = 0.92

Strong positive

500

Emma recently purchased a new car. She decided to keep track of how many gallons of gas she used on five of her business trips. The results are shown in the table below.

                          x             y
                         150          7
                         200         10
                         400         19
                         600         29
                        1000        51

Write the linear regression equation for these data where miles driven is the independent variable. (Round all values to the nearest hundredth.)

y = 0.05x - 0.92

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