Qd = 25000 – 2P Qs =10000 + 1P Calculate price elasticity of demand using point elasticity method when the construction industry is in equilibrium and interpret the result
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Qd = 25000 – 2P
Qs =10000 + 1P
Calculate price
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- Price of a cigarette pack is 6 and quantity sold is 1000 in March .Price was raised by 25% in April and and price elasticity was 0.8 What is the strategy that can be abopt by the firm to maintain salesGerald makes a new brand of shoes that has a unit cost of $75.95 per shoe and a price elasticity of 4.70. What is the contribution - maximizing price for Gerald's shoes? Selected Answer: 62.66 Correct Answer: 96.48 \pm 0.2 i did the formula you recommended, but doesnt eqal the 96.48 as indicated ascorrect asnwerThe demand for a product can be approximated by q = D(p) = 90e-0.01P, where p represents the price of the product, in dollars, and q %3D is the quantity demanded. (a) Find the elasticity function: E(p) = (b) Evaluate the elasticity at 6. E(6) = (c) Should the unit price be raised slightly from 6 in order to increase revenue? ? (d) Use the elasticity of demand to find the price p which maximizes revenue for this product. p = Round to three decimal places as needed.
- Worldwide annual sales of smartphones over two year period were approximately q=-5p+3040 million phones at a selling price of $p per phone. (a) Obtain a formula for the price elasticity of demand E. E=_______ (b) in one of the years the actual selling price was $375 per phone. What was the corresponding price elasticity of demand? E=_______ The demand was going down by about _____% per 1% increase in price at that price level. (c) Use your formula for E to determine the selling price that would’ve resulted in the largest annual revenue. $_______ What would’ve been the resulting annual revenue? (Round your answer to two decimal places) $_____billionAn oil-producing country estimates that the demand for oil (in millions of barrels per day) is D(p) = 9.5e-0.01p, where p is the price of a barrel of oil. (a) Determine the elasticity of demand function, E(p), for the oil. (b) Complete the table below and then identify the price per barrel, p, that maximizes revenue. Price per barrel, p Elasticity, E(p) 80 90 100 110 120Tutorial Exercise Worldwide annual sales of smartphones in over a 5 year period were projected to be approximately q = −10p + 4,540 million phones at a selling price of $p per phone. (a) Obtain a formula for the price elasticity of demand E. (b) In one particular year the actual selling price was $277 per phone. What was the corresponding price elasticity of demand? Interpret your answer. (c) Use your formula for E to determine the selling price that would have resulted in the largest annual revenue. What, to the nearest $10 million, would have been the resulting annual revenue? Step 1 (a)Obtain a formula for the price elasticity of demand E. Recall that the price elasticity of demand E is the percentage rate of decrease of demand divided by the percentage increase of price, given by the formula. E = − dq dp · p q We are already given the formula q = −10p + 4,540 for the demand of smartphones (in millions). First, we find the derivative…
- Worldwide annual sales of smartphones over a two year period were approximately q=-4p+3020 million phones at a selling price of $p per phone. (a) obtain a formula for the price elasticity of demand E E=_____ (b) in one of the years the actual selling price was $305 per phone. What was the corresponding price elasticity of demand? E=_____ (c) The demand was going down by about _____% per 1% increase in the price at that price level. (d) use your formula for E to determine the selling price that would have resulted in the largest annual revenue. $____ What would’ve been the resulting annual revenue? $____ billionProfit = 2203.4*Demand -705030 Profit(1000)When the price of candy bars increased from $0.45 to $0.55, the quantity demanded changed from 21,000 per day to 19,000 per day. In this price range, the price elasticity of demand coefficient (based on the midpoint formula) for candy bars is A) -1. B) -0.18. (C) -2. D -0.5.
- T/F There is an in inverse relationship between the market price and the market demand.In the market for cars, the price elasticity of supply is +1.5, and the price elasticity ofdemand is -0.8. The equilibrium price is $ 30 thousand, and quantity is 120 million.(a) Assuming supply and demand are linear, reconstruct and draw the supply and demandcurves. Label the intercepts.(b) To reduce traffic, the government imposes a $400 tax on cars. What are PB and PS after thetax? What is the new equilibrium quantity? Illustrate them on the same graph.(c) How big is the change in consumer surplus, producer surplus, government revenue, anddeadweight loss?Mead Plumbing currently sells thread seal tape at a price of $42.00 per roll. Their research department has derived the price-demand equation as p = 60 -0.02x where x is the number of tapes that can be sold at $p per roll of tape. (d) If the current price changes by 10%, what will be the approximate percentage change in demand? (e) Find the price at which a percentage change in price produces the same percentage change in demand.