Time left 0:20:03The fishing industry in Maine has the following total product scheduleThe marginal cost (MC) of operating each boat is $50 per day.The price of each fish to a fisherman is $1.Effort(boats)1234Fish75125150125Caught perDayTRTCMRARMCDIf the fishery is unregulated, how much effort (boats) many boats will enter the industry?a.1Ob. 2C.3d.4

In the uncontrolled fishing business, the number of boats and their corresponding marginal costs…

Answered: Time left 0:20:03 The fishing industry…

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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i need this in woords not hamdwritten please rewrite it as it is
A9 Use the concepts of production and cost to explain why NASCAR teams might have to spend far more to move up from an average finish of 2nd to 1st than from 20th to 19th.
q 0 1 2 3 4 5 6 TFC $5 5 5 5 5 5 5 TVC $0 3 Marginal revenue is 5 9 16 25 36 MC $3 2 4 7 9 11 P= MR $5 5 5 5 5 5 5 TR $0 5 10 15 20 25 30 TC $5 8 10 14 21 30 41 Profit $-5 - 3 0 1 - 1 -5 - 11 A profit-maximizing firm should produce a quantity of 3 units. (Enter your response as a whole number.) marginal cost for the first units of output. If the company decides to produce more than units, the marginal cost would exceed marginal revenue and profit would
QUESTION 10 PRODUCT product X product Y product Z Ob) 153 O c) 1.2 O d) 150 O e) 200 QUESTION 11 O (c) 30% O (d) 25% Ⓒ (e) 20% price: $2.00 quantity: 2,000 price: $1.00 1,000 quantity: price: quantity: PRODUCT product X QUESTION 12 1988 product Y product Z QUESTION 13 $5.00 1,000 $4.00 2,500 $1.00 1,500 10. Given the data in the above table, what is the price index for 1988, using 1988 as the base year and using the 1988 consumption pattern (market basket)? O a) 100 $4.00 1,000 quantity: 1989 price: $2.00 quantity: 2,000 1988 price: $1.00 1,000 price: $5.00 quantity: 1,000 YEAR 1990 $6.00 2,000 $1.00 2,500 $2.00 1,000 1989 $4.00 2,500 $1.00 1,500 $4.00 1,000 1991 $8.00 1,500 $1.00 3,000 11. What is the rate of inflation between 1988 and 1989? (Use 1988 based price indices and 1988 market basket) O (a) 50% O (b) 33% $3.00 1,000 YEAR 1990 $6.00 2,000 $1.00 2,500 $2.00 1,000 1991 $8.00 1,500 $1.00 3,000 $3.00 1,000 12. Which of the following is NOT a problem in using economic statistics?…
3. Answer the following questions about the figure below: eliqu Price $20 $18 $16 $14 $12 $10 $8. $6 $4 $2 0 MR D 1 2 3 4 5 6 7 8 9 10 11 12 13 14 Quantity MC a. What is the profit-maximizing level of output? iliw tailogonom off 010 +115d0-(899 moitiba T wilmM) loods.P b. What price with the monopolist charge to maximize profits?
Of the above table C. If the umber of IT graduated students rise to 400 in 2020 what will be the demand b What they show? Interpreter them. for computer? 10. Discuss in detail the short and long run laws of production. 11. What business strategies a manager of Micro and Small Enterprise should adope withstand the shock to his/her business due to COVID-19? 3
The graph below depicts the cost curves faced by all firms in a particular industry. While the second graph show the total market demand (in thousands). Initially there are 500 firms. 10 B N 5 20 40 60 80 100 120 140 160 180 200 9 50 100 150 200 250 300 350 400 450 500 Demand in thousands What is the SR profit per firm? -80 240 0300 400
AVC, ATC,MC 110 80 76 " 50 40 30 29 18 MC ATC 1234567H0 11 12 13 14 Output per period O a Loss of $90 O b. Profit of $180 O c. 50 Od. Profit of $6300 The Competitive Industry and Firm Refer to the figure above to answer this question for a representative firm in a perfectly competitive market. Suppose that the market price is $70. What is the firm's maximum profit (or minimum loss)?
The firm will A-increase its marginal revenue B increased its profits C decrease its marginal revenue D maximize its profits
What's the economic profit
1. A certain computer company produces three kinds of computers, labelled A, B and C. This computer company has three factories, labelled 1, 2 and 3. The profit for each computer, the in-process space needed to produce each computer, and the market demand per day is indicated below: A B C 350 550 300 Product: Profit ($): In-process space (ft2): 20 Market demand/ day: 900 1200 750 15 10 As long as the number of computers produced are not more than the market demand, they will be sold. The three factories have the following production space: 2 3 Factory: Production space (ft2): 13000 12000 5000 1 (a) Identify variables for the optimization problem (b) Write down the objective function (c) Write down the constraints for production space (d) Write down the constraints for market demand. (e) Write down any other constraints needed to complete the optimization problem
Pls help me stepwise correctly

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