3. Suppose the total cost of q units produced by an increasing-cost industry is given by C(g) =q + 8 q On the demand side, the aggregate willingness to pay for q units of the good is WTP(q) = 100 q – 2 q g- a) Find the aggregate supply and aggregate demand functions. b) Derive the equlibrium assuming the market is competitive.
3. Suppose the total cost of q units produced by an increasing-cost industry is given by C(g) =q + 8 q On the demand side, the aggregate willingness to pay for q units of the good is WTP(q) = 100 q – 2 q g- a) Find the aggregate supply and aggregate demand functions. b) Derive the equlibrium assuming the market is competitive.
Chapter1: Making Economics Decisions
Section: Chapter Questions
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![3. Suppose the total cost of q units produced by an increasing-cost industry is given by
C(q) = q + 8q
On the demand side, the aggregate willingness to pay for q units of the good is
WTP(q) = 100 g –- 2 g
a) Find the aggregate supply and aggregate demand functions.
b) Derive the equlibrium assuming the market is competitive.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc2c132b9-58ed-4951-9731-e1ccff232bb3%2F0244e33c-a5ca-468f-a9e4-cc16cf8f4648%2Fasljg6_processed.png&w=3840&q=75)
Transcribed Image Text:3. Suppose the total cost of q units produced by an increasing-cost industry is given by
C(q) = q + 8q
On the demand side, the aggregate willingness to pay for q units of the good is
WTP(q) = 100 g –- 2 g
a) Find the aggregate supply and aggregate demand functions.
b) Derive the equlibrium assuming the market is competitive.
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