Assume that the most efficient production technology available for making vitamin pills has the cost structure given in the followingtable. Note that output is measured as the number of bottles of vitamins produced per day and that costs include a normal profit.OutputTC25,00050,000$100,000MC$0.50150,0001.0075,000187,5002.50100,000275,0003.00a. What is ATC per unit for each level of output listed in the table?Instructions: Round your answers to two decimal places.OutputTCMCATC25,000$100,000$0.50$50,000150,0001.00$75,000187,5002.50$100,000275,5003.00$b. Is this a decreasing-cost industry?(Click to select)c. Suppose that the market price for a bottle of vitamins is $2.50 and that at that price the total market quantity demanded is75,000,000 bottles. How many firms will there be in this industry?firm(s)d. Suppose that, instead, the market quantity demanded at a price of $2.50 is only 75,000. How many firms do you expect there to bein this industry?firm(s)

Answer:- Average total cost meaning (ATC) :- The average total cost (ATC) refers to the average cost…

Answered: Assume that the most efficient…

FINANCIAL ACCOUNTING

10th Edition

ISBN:9781259964947

Author:Libby

Publisher:Libby

Chapter1: Financial Statements And Business Decisions

Section: Chapter Questions

Problem 1Q

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A company produces and sells a product. The company has found that the costto produce x units of the product is given by C(x) = 50x + 200 (in dollars),and the revenue from selling x units is given by R(x) = 100x - x? (in dollars).What is the number of units the company should produce and sell to maximize profit
Use this information for Carmen Co. to answer the question that follow. Carmen Co. can further process Product J to produce Product D. Product J is currently selling for $23.05 per pound and costs $14.35 per pound to produce. Product D would sell for $40.95 per pound and would require an additional cost of $10.35 per pound to produce. What is the differential cost of producing Product D? a.$6.21 per pound b.$10.35 per pound c.$12.42 per pound d.$8.28 per pound
The total revenue function for a product is given by R=805 x dollars, and the total cost function for this same product is given by c=24500+70x+x square, where C is measured in dollars. For both functions, the input x is the number of units produced and sold. a. Form the profit function for this product from the two given functions. b. What is the profit when 26 units are produced and sold? c. What is the profit when 40 units are produced and sold? d. How many units must be sold to break even on this product?
Suppose a ceiling fan manufacturer has the total cost function C(x) = 35x + 1200 and the total revenue function R(x) = 65x. (a) What is the equation of the profit function P(x) for this commodity? P(x) = (b) What is the profit on 20 units? P(20) = Interpret your result. The total costs are less than the revenue. The total costs are more than the revenue. The total costs are exactly the same as the revenue. (c) How many fans must be sold to avoid losing money? fans
Assume that the linear cost and revenue models apply. An item costs $13 to make. If fixed costs are $1600 and profits are $5700 when 100 items are made and sold, find the revenue equation. (Let x be the number of items.)R(x) =
Cobb Co. can further process Product X to produce Product Y. Product X is currently selling for $30 per pound and costs $28 per pound to produce. Product Y would sell for $60 per pound and would require an additional cost of $24 per pound to produce. What is the net differential income from producing Product Y? (a)$6 per pound (b)a$8 per pound (c)$2 per pound (d)$30 per pound A
Yasmin Co. can further process Product B to produce Product C. Product B is currently selling for $31 per pound and costs $29 per pound to produce. Product C would sell for $56 per pound and would require an additional cost of $23 per pound to produce. What is the differential cost of producing Product C? Oa. $23 per pound Ob. $29 per pound Oc. $56 per pound Od. $31 per pound
Suppose that the total cost to produce 200 units of a consumer item is C(200) = $3,315 and that the marginal cost at this production level is C'(200) = 14 dollars per unit made. Use this information to estimate the total cost C(205). Enter the exact integer value of your cost estimate such as 9823 or 12376 for example.
Assume that the situation can be expressed as a linear cost function. Find the cost function in this case. Marginal cost: $60; 120 items cost $8000 to produce. The linear cost function is C(x)= FEE
asmin Co. can further process Product B to produce Product C. Product B is currently selling for $34 per pound and costs $29 per pound to produce. Product C would sell for $62 per pound and would require an additional cost of $25 per pound to produce. What is the differential cost of producing Product C? a.$25 per pound b.$62 per pound c.$34 per pound d.$29 per pound
Suppose that the total cost function, in dollars, for the production of x units of a product is given by the equation shown below. C(x) = 4,500 + 30x + 0.2x² Then the average cost of producing x items is represented by the following equation. total cost 4,500 C(x) + 30 + 0.2x (a) Find the instantaneous rate of change of average cost with respect to the number of units produced, at any level of production. (b) Find the level of production at which this rate of change equals zero. X = (c) At the value found in part (b), find the instantaneous rate of change of cost and find the average cost. instantaneous rate of change of cost average cost What do you notice?
Chapter 25 eBook 4 Show Me How Product Cost Method of Product Costing Voice Com, Inc. uses the product cost method of applying the cost-plus approach to product pricing. The costs of producing and selling 5,270 cell phones are as follows: Variable costs per unit: Fixed costs: Direct materials $71 Factory overhead $199,500 Direct labor 37 Selling and administrative expenses 70,800 Factory overhead 22 Selling and administrative expenses 22 Total variable cost per unit $152 Voice Com desires a profit egual to a 15% rate of return on invested assets of $601,600. a. Determine the amount of desired profit from the production and sale of 5,270 cell phones. $ 90,240 v b. Determine the product cost per unit for the production of 5,270 of cell phones. Round your answer to the nearest whole dollar. 168 V per unit c. Determine the product cost markup percentage for cell phones. Round your answer to two decimal places. 31 х%

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