The vapor pressure of water at various temperatures follows: Observation Number, i Temperature (K) Vapor pressure (mm Hg) 1 273 4.6 2 283 9.2 3 293 17.5 4 303 31.8 5 313 55.3 6 323 92.5 7 333 149.4 8...


The vapor pressure of water at various temperatures follows:


































































Observation


Number, i



Temperature (K)



Vapor pressure


(mm Hg)



1



273



4.6



2



283



9.2



3



293



17.5



4



303



31.8



5



313



55.3



6



323



92.5



7



333



149.4



8



343



233.7



9



353



355.1



10



363



525.8



11



373



760.0



(a) Draw a scatter diagram of these data. What type of relationship seems appropriate in relating
y
to
x?


(b) Fit a simple linear regression model to these data.


(c) Test for significance of regression using α = 0.05. What conclusions can you draw?


(d) Plot the residuals from the simple linear regression model versus
. What do you conclude about model adequacy?


(e) The Clausis-Clapeyron equation states that ln
 where Pvis the vapor pressure of water. Repeat parts (a)–(d). using an appropriate transformation.



May 26, 2022
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