Duplicate Question
The question on this page has been marked as a duplicate question.
Original Question
An insurance company wishes to examine the relationship between income (in $,000) and the amount of life insurance (in $,000) h...Asked by Maiko
An insurance company wishes to examine the relationship between income (in $,000) and the amount of life insurance (in $,000) held by families. The company drew a simple random sample of families and obtained the following results:
Family - Income - Amount of Life Insurance
A - 40 - 110
B - 80 - 200
C - 110 - 220
D - 80 - 150
E - 80 - 170
F - 120 - 270
G - 60 - 140
H - 100 - 240
I - 60 - 150
J - 90 - 200
Question 1
What is the least squares estimate of the slope?
Question 2
What is the least squares estimate of the Y intercept?
Question 3
What is the prediction for the amount of life insurance for a family whose income is $85,000?
Question 4
What would be the residual (error) term for a family income of $90,000?
All answers should be to four decimal places.
Family - Income - Amount of Life Insurance
A - 40 - 110
B - 80 - 200
C - 110 - 220
D - 80 - 150
E - 80 - 170
F - 120 - 270
G - 60 - 140
H - 100 - 240
I - 60 - 150
J - 90 - 200
Question 1
What is the least squares estimate of the slope?
Question 2
What is the least squares estimate of the Y intercept?
Question 3
What is the prediction for the amount of life insurance for a family whose income is $85,000?
Question 4
What would be the residual (error) term for a family income of $90,000?
All answers should be to four decimal places.
Answers
Answered by
Shovan
1.9216
27.4254
163.3634
-0.3731
27.4254
163.3634
-0.3731
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.