3. In the following market model, P is price in time t, S and D are supply and demand functions. Assume that supply in year t depends on price in year t - 1, S (Pt-1)= aPt-1 and that demand function is an usual one, D (P₂) = 1-bPt. Given: First-Order Difference Equation of (p): P₁=-aPt-1+1 (b) Find the stationary equilibrium price.

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3. In the following market model, P is price in time t, S and D are supply and demand
functions. Assume that supply in year t depends on price in year t - 1,
S (Pt-1)= aPt-1
and that demand function is an usual one,
D (P₂) = 1-bPt.
Given:
First-Order Difference Equation of (p):
P₁=-aPt-1+1
(b)
Find the stationary equilibrium price.
Transcribed Image Text:3. In the following market model, P is price in time t, S and D are supply and demand functions. Assume that supply in year t depends on price in year t - 1, S (Pt-1)= aPt-1 and that demand function is an usual one, D (P₂) = 1-bPt. Given: First-Order Difference Equation of (p): P₁=-aPt-1+1 (b) Find the stationary equilibrium price.
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