Given y = fo + Bix+ B2x² + B3x + u, the null hypothesis (Ho) that the regression is linear in x'and the alternative hypothesis (Hj) correspond to O Ho : Bị = 0, 2 = 0, and ßz = 0 vs. H : one or more of the 3 restrictions under Ho does not hold. %3D O Ho : B2 = 0 and By = 0 vs. H : 2 0 and Bs #0 %3D O Ho : Bs = 0 vs. H : Bs #0 O Họ : B2 = 0 and By = 0 vs. H1 : 2 #0 and lor ßs #0 %3D %3D

MATLAB: An Introduction with Applications
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Given y = Bo + Bix + B2x + Bsx +u, the null hypothesis (Ho) that the regression is linear in
x'and the alternative hypothesis (H) correspond to
O Ho : Bi = 0, = 0, and B = 0 vs. H: one or more of the 3 restrictions under Ho does not hold.
O Ho : B2 = 0 and ps = 0 vs. H: 2 +0 and ps #0
%3D
%3D
O Ho : Ps = 0 vs. H : #0
O Ho : B2 = 0 and ß3 = 0 us. H1 : 2 #0 and lor Bs #0
%3D
Transcribed Image Text:Given y = Bo + Bix + B2x + Bsx +u, the null hypothesis (Ho) that the regression is linear in x'and the alternative hypothesis (H) correspond to O Ho : Bi = 0, = 0, and B = 0 vs. H: one or more of the 3 restrictions under Ho does not hold. O Ho : B2 = 0 and ps = 0 vs. H: 2 +0 and ps #0 %3D %3D O Ho : Ps = 0 vs. H : #0 O Ho : B2 = 0 and ß3 = 0 us. H1 : 2 #0 and lor Bs #0 %3D
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