Consider the following data from Exercise 12.13. y (wear) x 1 (oil viscosity) x 2 (load) 193 1.6 851 230 15.5 816 172 22.0 1058 91 43.0 1201 113 33.0 1357 125 40.0 1115 (a) Estimate σ 2 using multiple...

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Consider the following data from Exercise 12.13.









































y (wear)



x1 (oil viscosity)



x2 (load)



193



1.6



851



230



15.5



816



172



22.0



1058



91



43.0



1201



113



33.0



1357



125



40.0



1115



(a) Estimateσ
2 using multiple regression ofyonx
1 andx
2.


(b) Compute predicted values, a 95% confidence interval for mean wear, and a 95% prediction interval for observed wear ifx
1 = 20 andx
2 = 1000.



Exercise 12.13A study was performed on a type of bearing to find the relationship of amount of wearytox
1 = oil viscosity andx
2 = load. The following data were obtained. (FromResponse Surface Methodology, Myers, Montgomery, and Anderson-Cook, 2009.)






































Y




x1




x2



y




x1




x2



193



1.6



851



230



15.5



816



172



22.0



1058



91



43.0



1201



113



33.0



1357



125



40.0



1115



(a) Estimate the unknown parameters of the multiple linear regression equation



μY|x
1
,x
2 =β
0 +β
1
x
1 +β
2
x
2
.


(b) Predict wear when oil viscosity is 20 and load is 1200.



Answered Same DayDec 24, 2021

Answer To: Consider the following data from Exercise 12.13. y (wear) x 1 (oil viscosity) x 2 (load) 193 1.6 851...

Robert answered on Dec 24 2021
116 Votes
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