1) You run the following regression: TS =B+B MALE +B MEDU+B FEDU where: TS - pupil's test score at the end of primary school, MALE - a dummy variable indicating if a child is a male (MALE=1) and equal zero otherwise, MEDU mother's number of years of education, FEDU - father's number of years of education. You can test if mother's education has the same effect on child's test scores as father's education by: O A. running two t tests for the two hypotheses: ₁=0 and B₂=0. 1 O B. running two t tests for the two hypotheses: B₂=0 and ß₂=0. 2 3 O C. running an F test for the hypothesis O D. running an F test for the hypothesis ₁₁₂ =B 3 ₁₂ =B 3

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter7: Distance And Approximation
Section7.3: Least Squares Approximation
Problem 31EQ
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1) You run the following regression:
TS = B+B MALE + B MEDU +ß FEDU¸+ u.
i
0
1
i 2
i 3
i
where:
TS - pupil's test score at the end of primary school,
MALE - a dummy variable indicating if a child is a male (MALE=1) and equal zero otherwise,
MEDU - mother's number of years of education,
FEDU - father's number of years of education.
You can test if mother's education has the same effect on child's test scores as father's education by:
O A. running two t tests for the two hypotheses: B₁=0 and ₁=0.
2
O B. running two t tests for the two hypotheses:
O C. running an F test for the hypothesis
O D. running an F test for the hypothesis =B 3
₁=
₂=0 and B₂=0.
2
₁=B₁₂=B3
Transcribed Image Text:1) You run the following regression: TS = B+B MALE + B MEDU +ß FEDU¸+ u. i 0 1 i 2 i 3 i where: TS - pupil's test score at the end of primary school, MALE - a dummy variable indicating if a child is a male (MALE=1) and equal zero otherwise, MEDU - mother's number of years of education, FEDU - father's number of years of education. You can test if mother's education has the same effect on child's test scores as father's education by: O A. running two t tests for the two hypotheses: B₁=0 and ₁=0. 2 O B. running two t tests for the two hypotheses: O C. running an F test for the hypothesis O D. running an F test for the hypothesis =B 3 ₁= ₂=0 and B₂=0. 2 ₁=B₁₂=B3
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