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Problem 1:
The following data represent survival time in days after a heart transplant and patient age in years at the time of transplant for 10 randomly selected patients.
Age at transplant
28
41
46
53
39
36
47
29
48
44
Survival time, in days
7
278
406
382
1995
176
323
1846
(a) Find the least-squares line appropriate for these data.
(b) Plot the points and graph the line.
(c) Calculate the 95% con?dence intervals for β0 and β1, respectively.
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