The market for a good consists of 100 buyers and 50 sellers. Each seller has the same supply function, which is given by
Supply =0 if price ≤10=p−10 if price >10
Each buyer has the same demand function, which is given by
Demand =0 if price ≥20=20−p if price <20
Let the market equilibrium price be denoted by p∗. Then
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The market for a good consists of 100 buyers and 50 sellers. Each seller has the same supply function, which is given by Supply = 0 if price ≤ 10 = p - 10 if price > 10 Each buyer has the same demand function, which is given by Demand = 0 if price ≥ 20 = 20 - p if price < 20 Let the market equilibrium price be denoted by p*. Then (A) 10 < p* < 11 (B) 14 < p* < 15 (C) 16 < p* < 17 (D) None of the above
Also written as: The market for a good consists of 100 buyers and 50 sellers. Each seller has the same supply function, which is given by Supply = 0 if price <= 10 = p - 10 if price > 10 Each buyer has the same demand function, which is given by Demand = 0 if price >= 20 = 20 - p if price < 20 Let the market equilibrium price be denoted by p*. Then
Perfect competition has come up 115 times in 7 exams since 2006.
What this question tests
This question is on Market equilibrium and comparative statics, part of Perfect competition in Microeconomics.
Finding equilibrium from demand and supply and tracing how it moves when either curve shifts.
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