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The city of Fort Hood has a thriving perfectly competitive market for buzz cuts. The short run daily cost function for every buzz cut barber
The city of Fort Hood has a thriving perfectly competitive market for buzz cuts. The short run daily cost function for every buzz cut barber is C^(S)(y)=25+y^(2) for y>0 and C^(S)(0)=16. There are exactly 100 barbers operating in the market in the short run. The daily market demand curve for buzz cuts is D(p)=1600-50p. What is the daily profit of each barber in the short run equilibrium in the Fort Hood market for buzz cuts
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