log(salary) = 8.34 + 0.0047LSAT + 0.248GPA + 0.095log(libvol) %3D + 0.038log(cost) + 0.0033rank 1 + ɛ n = 136, R2 = 0.842 || What is the predicted ceteris paribus difference in salary for institutions with a median GPA different by one point? (Report your answer as a percentage.)

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter6: Exponential And Logarithmic Functions
Section6.8: Fitting Exponential Models To Data
Problem 15SE: What is the y -intercept on the graph of the logistic model given in the previous exercise?
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The median starting salary for new law graduates is determined by
log(salary) = B, + B,LSAT + B2GPA + B3log(libvol) + B4log(cost)
+ Bgrank 1+ E
where LSAT is the median LSAT score for the graduating students, GPA is the
median university GPA for the class, libvol is the number of volumes in the
institution law library, cost is the annual cost of attending university to read law,
and rank is a ranking for the institution offering the law degree (with rank 5 1
being the best).
Transcribed Image Text:The median starting salary for new law graduates is determined by log(salary) = B, + B,LSAT + B2GPA + B3log(libvol) + B4log(cost) + Bgrank 1+ E where LSAT is the median LSAT score for the graduating students, GPA is the median university GPA for the class, libvol is the number of volumes in the institution law library, cost is the annual cost of attending university to read law, and rank is a ranking for the institution offering the law degree (with rank 5 1 being the best).
log(salary)
= 8.34 + 0.0047LSAT + 0.248GPA + 0.095log(libvol)
+ 0.038log(cost) + 0.0033rank 1+ ɛ
136, R2:
= 0.842
n =
What is the predicted ceteris paribus difference in salary for institutions with a
median GPA different by one point? (Report your answer as a percentage.)
Transcribed Image Text:log(salary) = 8.34 + 0.0047LSAT + 0.248GPA + 0.095log(libvol) + 0.038log(cost) + 0.0033rank 1+ ɛ 136, R2: = 0.842 n = What is the predicted ceteris paribus difference in salary for institutions with a median GPA different by one point? (Report your answer as a percentage.)
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