Suppose you would like to test the hypothesis that one year of attending a university is worth one years of attending a two-year school (junior college), in terms of effect on wages, using the following econometric model: Y = Bo + B₁X₁ + B₂X₂ + B3X3 + U where Y = monthly wage in dollars X₁ = number of years attending a two-year college X₂ = = number of years at a four-year college X3 = months in the workforce. u = error term The relevant null hypothesis in this case would be Ho: B₁-B₂. Equivalently, by creating a new parameter that is a linear combination of ß₁ and ß2, this null can be stated as Họ:

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0 = B₂-2 = 0
0 = B₂-B₁ = 0
0 = 3₁-1=0
Transcribed Image Text:0 = B₂-2 = 0 0 = B₂-B₁ = 0 0 = 3₁-1=0
Suppose you would like to test the hypothesis that one year of attending a
university is worth one years of attending a two-year school (junior college), in
terms of effect on wages, using the following econometric model:
Y = Bo + B₁X₁ + B2X2 + B3X3 + U
where
Y = monthly wage in dollars
X₁ = number of years attending a two-year college
X₂ = number of years at a four-year college
X3 = months in the workforce.
u = error term
The relevant null hypothesis in this case would be Hỏ: B₁-B₂. Equivalently, by
creating a new parameter that is a linear combination of ß₁ and B2, this null can
be stated as Ho:-
Transcribed Image Text:Suppose you would like to test the hypothesis that one year of attending a university is worth one years of attending a two-year school (junior college), in terms of effect on wages, using the following econometric model: Y = Bo + B₁X₁ + B2X2 + B3X3 + U where Y = monthly wage in dollars X₁ = number of years attending a two-year college X₂ = number of years at a four-year college X3 = months in the workforce. u = error term The relevant null hypothesis in this case would be Hỏ: B₁-B₂. Equivalently, by creating a new parameter that is a linear combination of ß₁ and B2, this null can be stated as Ho:-
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