3 Polynomial Terms carnings-78033.59 +3220.77age-33.831age² +3927.84cduc n-17,870 I = .1829 (69.18) (148.05) (3153) (1.718) a) Does the intercept in this model have a meaningful interpretation? If so, what is it? If not, why not? b) How much would you predict earnings change for someone with 16 years of education and age increases from 25 to 26?
3 Polynomial Terms carnings-78033.59 +3220.77age-33.831age² +3927.84cduc n-17,870 I = .1829 (69.18) (148.05) (3153) (1.718) a) Does the intercept in this model have a meaningful interpretation? If so, what is it? If not, why not? b) How much would you predict earnings change for someone with 16 years of education and age increases from 25 to 26?
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:3 Polynomial Terms
carnings-78033.59 +3220.77age-33.831age2 +3927.84cduc n=17,870 I² = .1829
(69.18)
(3153)
(148.05)
(1.718)
a) Does the intercept in this model have a meaningful interpretation? If so, what is it? If not, why not?
b) How much would you predict carnings change for someone with 16 years of education and age increases
from 25 to 26?
c) How much would you predict earnings change for the same person but when age increases from 45-467
d) Do you think the regressor age² should be removed from the model? Why or why not?
e) Do you think that the cubic term should be included? Why or why not?
carnings=-43655.31+653.96age +27.5636age-0.47072age +3921.95cduc n=17,870 R² = .1832
(12408)
(69.19)
(0,1643)
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