Question: Hello, Given the structural form of a simplified equilibrium model, in which there are no latent variables and Price and Quantity are the observable (note
Hello,
Given the structural form of a simplified equilibrium model, in which there are no latent variables and Price and Quantity are the observable (note that #t indicates subscript t):
D#t = a + 2P#t + U#1t
S#t = c + U#2t
Q#t = D#t = S#t
Where the disturbances (U) follows a bi-variate normal distribution.
How would I go about finding the reduced form of the model and the joint distribution of Q and P? Thank you
Step by Step Solution
There are 3 Steps involved in it
Get step-by-step solutions from verified subject matter experts
