Question

An association was formed by students to protest labor exploitation in the apparel industry. There were...

An association was formed by students to protest labor exploitation in the apparel industry. There were 18 student​ "sit-ins" for a​ "sweat-free campus" organized at several universities. Data were collected for the duration​ (in days) of each​ sit-in, as well as the number of student arrests. The data for 5​ sit-ins in which there was at least one arrest and the results of a simple linear regression are found below. Let y be the number of arrests and x be the duration. Complete parts a through d.

​Sit-In

University

Duration

​(days)

Number of

Arrests

12

University 1

4

55

14

University 2

11

11

15

University 3

22

14

17

University 4

44

16

18

University 5

11

12

Unstandardized

  Coefficients

Standardized

Coefficients

Model

B   

Std. Error

Beta

t

Sig.

1 ​ (Constant)

1.826

14.699

0.124

0.909

     DURATION

8.239

5.332

0.666

1.545

0.220

a. Write the equation of a​ straight-line model relating y to x.

Choose the correct answer below.

A. y=β1x

B. y=β1x2+β0

C.y=β0+β1x+ε

D.y=β1x+ε

b. Use the results of the linear regression to find the least squares prediction equation.

y=______+( ______)x

​(Type an integer or decimal rounded to three decimal places as​ needed.)

c. Give a practical interpretation of the​ y-intercept of the least squares line. If a practical interpretation is not​ possible, explain why.

Choose the correct answer below.

A.For each additional one day​ duration, the number of arrests is estimated to change by the value of the​ y-intercept.

B.For each additional​ arrest, the duration is estimated to change by the value of the slope.

C.Since a​ sit-in with duration 0 is outside the range of the sample​ data, the​ y-intercept has no practical interpretation.

D.Since a​ sit-in with 0 arrests is outside the range of the sample​ data, the​ y-intercept has no practical interpretation.

d. Give a practical interpretation of the slope of the least squares line. Over what range is the interpretation​ meaningful?

What is the best interpretation of the​ slope?

A. Since a​ sit-in with duration 0 is outside the range of the sample​ data, the slope has no practical interpretation.

B.For each additional one day​ duration, the number of arrests is estimated to increase by the value of the slope.

C.Since a​ sit-in with 0 arrests is outside the range of the sample​ data, the slope has no practical interpretation.

D.For each additional​ arrest, the duration is estimated to change by the value of the slope. Over what range is the interpretation​ meaningful?

A.The interpretation is valid only for​ sit-ins with the number of arrests within the range of the sample data.

B.The interpretation is valid for all​ sit-ins with the number of arrests greater than 0.

C.The interpretation is valid for all​ sit-ins with durations greater than 0.

D.The interpretation is valid only for​ sit-ins with durations within the range of the sample data.

Click to select your answer(s).

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