A college is interested in if the year of receiving high-level education (college and above) influences students’ salaries when they join the working field. The college randomly selected 4 students who recently received a full- time work offer and collected their year of receiving high-level education and salary per week. The raw data is:   Participant Year of high-level education Salary per week Participant 1 4 1150 Participant 2 5 1300 Participant 3 7 1600 Participant 4 2 750   Plot the scatterplot and label the participants.      Calculate the correlation coefficient between the year of high-level education and salary per week.        Calculate the regression equation using the year of receiving high-level education to predict the salary per week.     If a student graduate from college and graduate school in a total of 6 years, what is this student’s predicted salary per week?

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Question 5:  A college is interested in if the year of receiving high-level education (college and above) influences students’ salaries when they join the working field. The college randomly selected 4 students who recently received a full- time work offer and collected their year of receiving high-level education and salary per week. The raw data is:

 

Participant

Year of high-level education

Salary per week

Participant 1

4

1150

Participant 2

5

1300

Participant 3

7

1600

Participant 4

2

750

 

  • Plot the scatterplot and label the participants. 

 

 

  • Calculate the correlation coefficient between the year of high-level education and salary per week. 

 

 

 

  • Calculate the regression equation using the year of receiving high-level education to predict the salary per week.

 

 

  • If a student graduate from college and graduate school in a total of 6 years, what is this student’s predicted salary per week? 

 

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