Write a two-equation system in supply and demand form, that is, with the same variable y1 (typically,
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(i) If α, = 0 or α2 = 0, explain why a reduced form exists for y1, (Remember, a reduced form expresses y, as a linear function of the exogenous variables and the structural errors.) If α1 ‰ 0 and α2 = 0, find the reduced form for y2.
(ii) If α1 ‰ 0, α2 ‰ 0, and α, ‰ α2, find the reduced form for y1. Does y2 have a reduced form in this case?
(iii) Is the condition α1 ‰ α2 likely to be met in supply and demand examples? Explain.
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Related Book For
Introductory Econometrics A Modern Approach
ISBN: 978-0324660548
4th edition
Authors: Jeffrey M. Wooldridge
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