C, = a, + a,Y, + a,C,, + H 1, = B, + B,K, + B,P, + M2 Y, = C, + 1, +G, Where the error terms follow ideal conditions but cov(4,, 4,2 | X) # 0 (I am using X to denote all exogenous and predetermined regressors in the model). a. Derive the reduced for equation for Y,. b. Suppose that we estimate the consumption function by OLS. What ideal conditions are we violating and what are the consequences? Would your answer change if cov(4,, 4,2 | X)= 0 ? Explain.
C, = a, + a,Y, + a,C,, + H 1, = B, + B,K, + B,P, + M2 Y, = C, + 1, +G, Where the error terms follow ideal conditions but cov(4,, 4,2 | X) # 0 (I am using X to denote all exogenous and predetermined regressors in the model). a. Derive the reduced for equation for Y,. b. Suppose that we estimate the consumption function by OLS. What ideal conditions are we violating and what are the consequences? Would your answer change if cov(4,, 4,2 | X)= 0 ? Explain.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:C, = a, + a,Y, + a,C,, + H
1, = B, + B,K, + B,P, + M2
Y, = C, + 1, +G,
Where the error terms follow ideal conditions but cov(4,, 4,2 | X) # 0 (I am using X to denote all
exogenous and predetermined regressors in the model).
a. Derive the reduced for equation for Y,.
b. Suppose that we estimate the consumption function by OLS. What ideal conditions are we
violating and what are the consequences? Would your answer change if cov(4,, 4,2 | X)= 0 ?
Explain.
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