The following MINITAB output relates to a house having 2,000 square
feet and a rating of 8.
New Obs | Fit | SE Fit | 95% CI | 95% PIx |
1 | 160.7361 | 7.71 | (142.50, 178.97) | (125.20, 196.27) |
(a) Report a point estimate of and a 95 percent
confidence interval for the mean sales price of all houses having
2,000 square feet and a rating of 8. (Round your answers to
2 decimal places.)
Point estimate is yˆy^ = |
95% confidence interval is [ , ] |
(b) Report a point prediction of and a 95 percent
prediction interval for the actual sales price of an individual
house having 2,000 square feet and a rating of 8. (Round
your answers to 2 decimal places.)
Point prediction is yˆy^ = |
95% prediction interval is [ , ] |
(c) Find 99 percent confidence and prediction
intervals for the mean and actual sales prices referred to in parts
a and b. Hint: n = 10 and s =
12.899. (Round your answers to 2 decimal
places.)
99% confidence interval for the mean sales is: [ , ] |
99% prediction interval for the actual sales is: [ , ] |
This is all the information that is in the question. I just need the answers to part c, I have A and B.
(c) Formula for finding Confidence Interval is
Crtical t value using excel function ''=TINV(0.01,9)'' is 3.25
160.7361 (3.250) * (12.899) /
160.7361 13.256
( 147.48 , 173.99 )
Formula for finding Prediction Interval at 99% is
160.7361 (2.58)*(12.899.)
160.7361 33.2794
( 127.46 , 194.01 )
Hope this will be helpful. Thanks and God Bless You :)
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