Consider the following model of a firm. The firm can sell any number of units at the constant price, p. The marginal cost of production is given by MC=c+dq. How many units of the good will a profit-maximising firm produce? a. (p-c)/d b. d(p-c) c. pq - cq d. q(p-c)
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Consider the following model of a firm. The firm can sell any number of units at the constant price, p. The marginal cost of production is given by MC=c+dq. How many units of the good will a profit-maximising firm produce?
a. (p-c)/d
b. d(p-c)
c. pq - cq
d. q(p-c)
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- Mindy's salon is a small business that acts as a price taker (MR=P). The prevailing market price for each haircut is $20. Mindy's cost are given by Total cost = 0.1q^2 + 10q + 50 where q = the number of customers a day. a. How many customers should Mindy choose to maximize profit? b. Calculate Mindy's maximum daily profit. c. Graph these results, and label Mindy's supply curve.Using the graph on the next page, do the following problems: Determine the profit maximizing level of output when the market price for the good is $75/unit. Show this on the graph by making the appropriate drawing (with a straight-edge). Also, write the number (an appropriate estimate should be made) below the graph. • On the graph, show the maximum total profit that can be generated by the firm based on the market price. Do NOT calculate the value - show the appropriate box on the graph. Be careful in your (straight) lines. Be clear as to the part of the graph that represents the profit. Use shading as appropriate. • Below the graph, write the interpretation of the values of the marginal cost (MC) and the average total cost (ATC) at the profit-maximizing level of output; make sure to use all the appropriate names and units. Write the values and interpretations below the graph. • Answer the following questions: If the market price of the good falls, the profit maximizing level of…Suppose a firm's cost function is C(q) = 12q +4q². The firm's marginal cost is MC = 12 +8q. a. Graph the firm's supply curve. b. What quantity is produced if the price is 20?
- Suppose a stream is discovered whose water has remarkable healing powers. You decide to bottle the liquid and sell it. The market demand curve is linear and is given as follows: P = 53 - Q. The marginal cost to produce this new drink is $5. What price would this new drink sell for if it sold in a competitive market? A. 0 B. $5 C. $29 D. $17You are running a chocolate factory and need to decide on the price to sell the chocolate as well as the quantity to produce. Demand curve; Q = 8.5 - 0.05 * P. The cost curve is C = 100 + 38Q. The business is a profit maximizer. 1) What is the best price to charge each week? 2) What is the best quantity to make each week? 3) What are the expected profits Is it possible to get this in an excel with equation formulasA company in the software development sector has a market demand and production costs given by: q = 20 - P CT (q) = q² - 4q (Quantities are expressed in thousands of units). a) Find the optimal price and production. b) Calculate the level of benefits obtained. c) What would be the quantity produced and the price in the long run? Comment on the long- term benefit. d) Graph both situations (a graph for the short run and a graph for the long run).
- a donut shop charges customers the same price. the profit maximising output is 100 at a price of 5$ 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!A perfectly competitive firm sells its good for $20. If marginal cost is four times the quantity produced, how much does the firm produce? Why? Assuming perfect competition, there is not enough information to determine how much the firm is producing. Assuming perfect competition, the firm is producing where MC is twice MR. If the price is $20, then MC is $40. This means that the firm is producing 10 units. Assuming perfect competition, the firm is producing where MR = MC. If the price is $20 and MC is four times the quantity, it is producing 80 units. Assuming perfect competition, the firm is producing where MR = MC = P. Since price is $20, MR is $20. If MC is 4 times the quantity, it is producing 5 units.Mango Systems believes that demand for its pet e-mouse follows a linear demand equation: Quantity = 43,911 - 708* Price Mango's variable cost to produce one pet e-mouse is $23.50. Find the maximum total contribution margin (margin per unit times quantity sold) that Mango Systems can possibly achieve on its pet e-mouse. (Rounding: penny.) Your Answer:
- Dave's Donuts sold 1,000 donuts. Total revenue was $400, and the cost of producing the 1,000 donuts was $300. What is the profit for Dave's Donuts? $1,000 $500 $100 $400For a firm’s product, the demand function is p =72−0.04q and the average cost function is i. ¯ c = 500 q +30 i. At what level of output would profit be maximized? ii. ii. Atwhat price is the profit maximized?the 9. You own a bakery and the inverse demand function for your cakes is P = 8 – 1.5Q. If cost of producing cake is C = 0.5Q, determine the profit-maximizing quantity, and the profit-maximizing price.
