The graph to the right depicts the demand for caffe lattes at a local coffeehouse along with the average total cost and marginal cost of producing lattes. Suppose the coffeehouse is in a monopolistically competitive market in the short run. How many caffe lattes should this coffeehouse produce maximize profits?O units. (Enter a numeric response using an integer.) MC What is the corresponding profit-maximizing price? s per latte. (Enter a numeric response using a real number rounded to two decimal places.) * 3.20 쓸 2.9아 흥 2.42| 영 2.00아 ATC Calculate the coffeehouse's profits on caffe lattes. $. (Enter a numeric response using a real number rounded to two decimal places.) MR 38 95 Quantity of caffe lattes (per day)

The graph to the right depicts the demand for caffe lattes at a local coffeehouse along with the average total cost and marginal cost of producing lattes. Suppose the coffeehouse is in a monopolistically competitive market in the short run. How many caffe lattes should this coffeehouse produce maximize profits?O units. (Enter a numeric response using an integer.) MC What is the corresponding profit-maximizing price? s per latte. (Enter a numeric response using a real number rounded to two decimal places.) * 3.20 쓸 2.9아 흥 2.42| 영 2.00아 ATC Calculate the coffeehouse's profits on caffe lattes. $. (Enter a numeric response using a real number rounded to two decimal places.) MR 38 95 Quantity of caffe lattes (per day)

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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6. A fast-food restaurant determines that each 10¢ inc «ase in the price of a hamburger results in 25 fewer hamburgers sold. The usual price for a hamburger is $5.00 and the restaurant sells 300 hamburgers each day. a) Write an equation to model the daily revenue for the restaurant. b) Find the optimal price for a hamburger. c) What is the optimal revenue?
Hans is a butcher in Washington. The following contains data on prices and weekly sales at his shop Good Beef Chicken Price 9.00/lbs $4.00/lbs Quantity 400 lbs 300 lbs ShS He estimates that the own price elasticity for beef is 2 and for chicken is .75. He also estimates that the cross price elasticity for chicken is .60. His current revenue from the sale of these two goods is making a total of $4800/week. In the spirit of the return to good times and outdoor grilling, he has decided to lower the price of beef for the summer, from $9.00 to $8.55. Overall, Hans can expect to take in dollars in revenue, given the information in this problem? (Revenue = Price x sales). Record your answer without a dollar sign and without a comma. Helpful Hint: In this problem, we are not changing the price of chicken.
Del's and Rodney's are two plumbing services in a gentrifying area of South East London. Within the area they service, the two firms operate as a duopoly and together serve one hundred percent of the available local market. One of their key lines of business is visiting customer's homes to install a new shower rail. A student project has been investigating the local plumbing business and has estimated the following information for Del's and Rodney's: Total demand for new shower rails per week is given by P = 200 - 4Q Where Q is total market demand and can be divided between Del's (qd) and Rodney's (qr) such that Q = qd + qr Assuming that the marginal cost of serving an extra customer is £40 for each, and that marginal revenue for Del is given by MRd 2008qd - 4qr And marginal revenue for Rodney is given by MRr Then 2008qr - 4qd 8 CONTINUED
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S2 Refer to the above figure. Which diagram shows the effect on the market of cellphones when the demand for cellphones has increased? Select one: O a. graph C O b. graph D O c. neither graph O d. both graphs
3. A firm is considering bidding for the franchise to sell cola and hot dogs at a baseball stadium. It estimates the demand functions for cola and hot dogs respectively as De=20-4pc-PH DH = 15-Pc-5PH where De is demand for cola in thousands (of cans), DH is demand for hot dogs in thousands, pc is the price of a can of cola in dollars, and PH is the price of a hot dog. The unit cost of supplying a hot dog is constant at $0.1, and the unit cost of a can of cola is likewise constant at $0.5. (a) Find the upper limit to the amount the firm would bid for the franchise.
Please help answer the following questions
Suppose you were shown a demand curve for bananas and were asked to calculate price elasticity of demand. After doing so, you come up with 1.67 (absolute value). A classmate was asked to derive price elasticity of demand on the identical demand curve and got 0. 75 (absolute value). A bit perplexed, your classmate asks the professor which answer is right? The professor checks both calculations and says, "They're both right." ls this possible? If so, how and why?
3. The effects of price changes on total revenue Edison's Fire Engines is the sole seller of fire engines in the fictional country of Pyrotania. Initially, Edison produced four fire engines, but he has decided to increase production to five fire engines. The following graph shows the demand curve Edison faces. As you can see, to sell the additional engine, Edison must lower his price from $105,000 to $90,000 per fire engine. Note that while Edison gains revenue from the additional engine he sells, he also loses revenue from the initial four engines because he sells them all at the lower price. Use the purple rectangle (diamond symbols) to shade the area representing the revenue lost from the initial four engines by selling at $90,000 rather than $105,000. Then use the green rectangle (triangle symbols) to shade the area representing the revenue gained from selling an additional engine at $90,000. (Note: Area is shown in thousands.) ICE (Thousands of dollars per fire engine). 150 135…
How do I get the price elasticity number?? and how do I graph it? P Q Price Total Elasticity Revenue $9.00 1 - 9 $8.00 2 16 $7.00 3 21 $6.00 4 24 $5.00 5 25 $4.00 6 24 $3.00 7 21 $2.00 8 16
3. Consider the Smith family who have the following demand for rental housing (q, measured in square feet): q=0.5*(y/p), where y is the Smith family income and p is the price of housing per square foot. The Smith's income is $4000 per month and initially the price of housing is $2 per square foot per month. a. If the Smiths are operating on their demand curve, how much housing are they consuming? b. How much is the Smith family's monthly rent? How much does the Smith family spend on other consumption? c. Starting from the initial equilibrium, the government now grants the Smiths a proportional rent subsidy with B=0.5. How much housing does the Smith family purchase given the subsidy? d. What is the gross market rent per month paid by the Smith family? What is the net rent (after deducting the subsidy) paid by the Smith family? How much does the Smith family spend on other consumption in its new equilibrium? e. What is total dollar outlay of the government for the Smith's housing…
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