Ben opened his ice cream stand and he aims to maximize profits by making 100 ice cream cones a day. Ben planned to buy two ice cream makers, but his sister happened to have an extra one and she gave it to him for free. Ben's fixed costs decrease and the market price remains constant. The short run profit maximizing level of output a day a) becomes zero b) is still 100 ice cream cones c) is more than 100 ice cream cones d) is less than 100 ice cream cones
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- Souvlaki Taverna is one of many restaurants in Athens, Greece which sell Souvlaki kebabs. All restaurants make the dish slightly differently. Use the following graph showing the demand (D), marginal revenue (MR), average variable cost (AVC), average total cost (ATC) and marginal cost (MC) curves of Souvlaki Taverna to answer the questions below. (a). The goal of Souvlaki Taverna is to maximize its profit. How many Souvlaki kebabs per day should it make? What price per kebab (in euros) should it charge? If Souvlaki Taverna maximizes its profit, how much is its total revenue? What about its total costs? What is its daily profit? What would the profit-maximizing output level of this business be if it operated in a perfectly competitive market instead? What price per kebab would it charge? Does the economic outcome in part (a) imply allocative efficiency? Why or why not? Does the economic outcome in part (a) imply productive efficiency? Why or why not?The figure depicts the demand curve of a firm producing cars, together with its marginal cost, average cost, and isoprofit curves. Based on this figure, which of the following statements are correct? 8,000 Price, Marginal cost ($) 0 E Quantity of cars, Q At A, the firm makes positive profits. The firm makes the same profit at B and D. O Profit margin is the same at B and D. O The slope of the isoprofit is zero at D. MC Isoprofit A Isoprofit B AC 100The graph illustrates the demand for Blue Sky surf boards and the firm's marginal revenue. On the graph, draw the marginal cost curve if the firm produces 150 surf boards a week. Label it. Draw a point at the intersection of the MC and MR curves. Draw a point to show the price of a Blue Sky surf board when the firm produces 150 surf boards a week. Draw an arrow to show the firm's markup. Label it. >>> Draw only the objects specified in the question. 750- 675- 600- 525- 450- 375- 300- 225- 150- Ģ 75- 0- 0 Price and cost (dollars per surf board) 50 100 150 Quantity (surf boards per week) Select Point 3-point Curve Double Arrow D MR 200 250
- Suppose Andy sells basketballs in the perfectly competitive basketball market. His output per day and costs are as follows: Output per Day (Q) 0 1 2 3 5 6 7 8 9 Total Cost (TC) $10.00 $20.50 $24.50 $28.50 $34.00 $43.00 $55.50 $72.00 $93.00 $119.00 1) Make a table with Quantity (Q), Total Cost (TC), Fixed Cost (FC). Variable Cost (VC), Average Total Cost (ATC), Average Variable Cost (AVC), Marginal Cost (MC), and Marginal Revenue (MR) on it (using the Long-Run Equilibrium Price). 2) To maximize profits, how many basketballs will Andy produce? Identity the profit maximizing Quantity (Q*). Price (P*), and Profit (¹).QUESTION 10 Tony sells pet collars at the Sunday markets. Assume the market for pet collars is perfectly competitive. Tony's profit maximising output is 34 collars. At this profit-maximising output level, Tony's average total cost is $4.20 per collar. His minimum average variable cost is $3.10 per collar. The market price is $5.40 per collar. Answer the following questions: (use a negative value if a loss). Answer in dollars, rounded to two a. Tony's economic profit or loss is decimal places (ie: to the nearest cent). b. State whether the following statement is true or false: "Tony's marginal cost is $4.20 per collar." Type T for true, or F for false c. At the current market price, should Tony shut down? Type Y for Yes, or N for Nohe table below shows the weekly marginal cost (MC) and average total cost (ATC) for Smitten, a perfectly competitive firm that roduces children's mittens in a competitive market. Smitten's Production Costs Quantity (pairs of mittens) Marginal Cost (dollars) $1.60 Average Total Cost (dollars) $2.2 2.17 2.21 25 30 2.00 35 2.45 3.55 4.00 40 2.38 45 2.56 2.85 50 5.50 55 6.00 3.14 60 8.50 3.58 Instructions: In part a, enter your answer as a whole number. In parts b, c. and d, round your answers to two decimal places. a. If the market price of children's mittens is $6.00 per pair, how many palrs of children's mittens should Smitten produce per week to maximize its profits? pairs of mittens b. When the market price is $6.00, what is Smitten's average total cost at the profit-maximizing quantity of children's mittens? %24 3.28 c. What are Smitten's weekly profits if the market price is $6.00 per pair and the firm produces the profit-maximizing quantity of mittens? d. What are Smitten's weekly…
- The diagram shows a price-taking bakery's marginal and average cost curves, and its isoprofit curves. The current market price for bread is P*= 2.50. Which of the following statements is correct? 8 Price, P (€); cost 4 3.70 2.50 2 0 0 Select one: 20 40 60 80 100 120 140 Quantity of loaves, Q 160 180 O a. The bakery is a price setter and sets its price as 2.50. b. The bakery maximises its profits by supplying 160 loaves. O c. The bakery's profit is 200. Marginal cost curve Isoprofit curve: €200 Isoprofit curve: €80 Firm's demand curve Zero-economic- profit curve (AC curve) 200 O d. The bakery's profit decreases until the quantity is 120, and then increases. e. The marginal cost curve is the bakery's supply curve.Suppose that Tommy Hilfiger's marginal cost of a jacket is $200 and at one of the firm's shops, total fixed cost is $500 a day. The profit maximizing number of jackets sold in this shop is 30 a day. Then the shops nearby from other retailers start advertising their jackets. The Tommy Hilfiger shop decides to spend $1,000 a day advertising its jackets, and its profit maximizing number of jackets sold jumps to 60 a day. Before advertising: Suppose that the price elasticity of demand is 2. Can you compute the price of a Tommy Hilfiger jacket? And the markup? Please, compute the amount of maximal profits.a donut shop charges customers the same price. the profit maximising output is 100 at a price of 5$ per donut. marginal cost is 2$. The donut shop owner now discovers that it has two very different types of customer children and adults . It can maximise its profits by selling 30 donuts to children for a price of 4$ per donut and 70 donuts per evening to everyone else for a price of 6$ per donut. Draw a diagram showing the profit-maximising price and output a) when all customers are charged the same price and b) when children are charged a different price c)How much profit does the donut shop owner make when children are charged a different price? explain how to draw the diagrams also in detail please!
- Suppose Kevin runs a small business that manufactures teddy bears. Assume that the market for teddy bears is a competitive market, and the market price is $20 per teddy bear. The following graph shows Kevin's total cost curve. Use the blue points (circle symbol) to plot total revenue and the green points (triangle symbol) to plot profit for teddy bears quantities zero through seven (inclusive) that Kevin produces. Calculate Kevin's marginal revenue and marginal cost for the first seven teddy bears he produces, and plot them on the following graph. Use the blue points (circle symbol) to plot marginal revenue and the orange points (square symbol) to plot marginal cost at each quantity. Kevin's profit is maximized when he produces ___ teddy bears. When he does this, the marginal cost of the last teddy bear he produces is ___ , which is (greater/less) than the price Kevin receives for each teddy bear he sells. The marginal cost of producing an additional teddy bear (that is,…Tomas is the general manager for a local automated car wash. The market he operates is perfectly competitive. Every car wash in the area is charging $7 for a car wash, which is also the marginal cost per wash. What will happen to Tomas’ profits if he changed his price to $8. Why? What about a price of $5?Find the profit maximising level of output .