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Exercise 3.2: Single Unknown 2. Let the demand and supply function be as follows: a) Q_d=...

Exercise 3.2: Single Unknown 2. Let the demand and supply function be as follows: a) Q_d= 51 – 3P b) Q_d=30-2P Q_s=6P-10 Q_s=-6+5P Find P* and Q* by elimination of variables. (Use fractions rather than decimals) 4. If (b + d) =0 in the linear market model, can an equilibrium solution be found by using (3.4) and (3.5)? Why or why not?

3.4 Answer: P*_1 = 3 6/17 P*_2 - 3 8/17 Q*_1 = 11 7/17 Q*_2 = 8 7/17

3.5 Answer: Y *= (a-bd + I_0 + G_0)/[1-b(1-t)] T* = [d(1-b)+t(a+I_0+G_0)]/[1-b(1-t)] C* = [a-bd+b(1-t)(I_0+G_0)]/[1-b(1-t)]

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