Economics = e) Economic profit = (18,400 – 11,499)/0.97 = £7,114He should enter the business since this is positive5. Valley produces bicycles, and is currently selling 260 per month of a particular model. Itstotal costs are £90,000 per month. It is currently charging a price of £500, but this hasrecently been reduced from £560, because sales were only reaching 225 units per month.The increase in sales has also increased costs by £10,500 per month. The firm hasestimated that it has a linear total cost function and that its price elasticity of demand isconstant.a) Calculate the price elasticity of demand at the current price.b) Derive the demand and cost functions for the firm.c) Calculate the optimal markup for the firm, and its profit-maximizing price and output.d) Calculate the amount of profit that the firm is currently foregoing.e) Comment on the firm's current pricing strategy

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
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Economics
e) Economic profit= (18,400 - 11,499)/0.97 =
£7,114He should enter the business since this is
positive5. Valley produces bicycles, and is
currently selling 260 per month of a particular
model. Itstotal costs are £90,000 per month. It is
currently charging a price of £500, but this
hasrecently been reduced from £560, because
sales were only reaching 225 units per
month.The increase in sales has also increased
costs by £10,500 per month. The firm
hasestimated that it has a linear total cost
function and that its price elasticity of demand
isconstant.a) Calculate the price elasticity of
demand at the current price.b) Derive the
demand and cost functions for the firm.c)
Calculate the optimal markup for the firm, and
its profit-maximizing price and output.d)
Calculate the amount of profit that the firm is
currently foregoing.e) Comment on the firm's
current pricing strategy
Transcribed Image Text:Economics e) Economic profit= (18,400 - 11,499)/0.97 = £7,114He should enter the business since this is positive5. Valley produces bicycles, and is currently selling 260 per month of a particular model. Itstotal costs are £90,000 per month. It is currently charging a price of £500, but this hasrecently been reduced from £560, because sales were only reaching 225 units per month.The increase in sales has also increased costs by £10,500 per month. The firm hasestimated that it has a linear total cost function and that its price elasticity of demand isconstant.a) Calculate the price elasticity of demand at the current price.b) Derive the demand and cost functions for the firm.c) Calculate the optimal markup for the firm, and its profit-maximizing price and output.d) Calculate the amount of profit that the firm is currently foregoing.e) Comment on the firm's current pricing strategy
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