4. Suppose that you want to estimate the price elasticity of quantity demanded for = a + B, log(Phe)+u (1),where Q is the quantity log(Qhe ): beef using demanded of beef and Pee is price of beef. You try to decide whether you should include log price of chicken and log price of pork in the regression as well, i.e., whether to estimate log(Qbeef) = a + B, log(Pheef ) + ß, log(PPork ) + ß, log(Phcken ) + u (2)instead. Which of the following is correct? a) Choose (2) if its R squared is higher. b) Do an F test to test the joint significance of the estimated P2 and B3. If you reject the null, choose (2). c) Do an F test to test the joint significance of the estimated B2 and Þ3. If you fai to reject the null, choose (2). d) Both a) and b) are correct.

College Algebra
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ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter6: Exponential And Logarithmic Functions
Section6.8: Fitting Exponential Models To Data
Problem 3TI: Table 6 shows the population, in thousands, of harbor seals in the Wadden Sea over the years 1997 to...
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4. Suppose that you want to estimate the price elasticity of quantity demanded for
beef using log(Q*e ) = a + ß, log(Phed ) +u (1), where Q is the quantity
demanded of beef and Pee is price of beef. You try to decide whether you should
include log price of chicken and log price of pork in the regression as well, i.e.,
whether to estimate
beef
log(Qbeer ) = a + ß, log(Pheef ) + B, log(PPork) + ß, log(Pmcken ) + u (2) instead. Which of
the following is correct?
a) Choose (2) if its R squared is higher.
b) Do an F test to test the joint significance of the estimated P2 and Þ3. If you
reject the null, choose (2).
c) Do an F test to test the joint significance of the estimated B2 and P3. If you fail
to reject the null, choose (2).
d) Both a) and b) are correct.
Transcribed Image Text:4. Suppose that you want to estimate the price elasticity of quantity demanded for beef using log(Q*e ) = a + ß, log(Phed ) +u (1), where Q is the quantity demanded of beef and Pee is price of beef. You try to decide whether you should include log price of chicken and log price of pork in the regression as well, i.e., whether to estimate beef log(Qbeer ) = a + ß, log(Pheef ) + B, log(PPork) + ß, log(Pmcken ) + u (2) instead. Which of the following is correct? a) Choose (2) if its R squared is higher. b) Do an F test to test the joint significance of the estimated P2 and Þ3. If you reject the null, choose (2). c) Do an F test to test the joint significance of the estimated B2 and P3. If you fail to reject the null, choose (2). d) Both a) and b) are correct.
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