Suppose a firm has one sewing machine and can vary only the amount of labor input. a. In this case, the maximum output of jeans is first reached when the firm employs b. What is the MPP when you increase workers by 1 from this point? labor units.. Say the same company finds it easier to buy a new sewing machine than to hire enough new workers. c. If they currently have two workers employed, what is the MPP of going from producing with one sewing machine to producing with two? pairs of jeans

Suppose a firm has one sewing machine and can vary only the amount of labor input. a. In this case, the maximum output of jeans is first reached when the firm employs b. What is the MPP when you increase workers by 1 from this point? labor units.. Say the same company finds it easier to buy a new sewing machine than to hire enough new workers. c. If they currently have two workers employed, what is the MPP of going from producing with one sewing machine to producing with two? pairs of jeans

Microeconomics: Principles & Policy

14th Edition

ISBN:9781337794992

Author:William J. Baumol, Alan S. Blinder, John L. Solow

Publisher:William J. Baumol, Alan S. Blinder, John L. Solow

Chapter7: Production, Inputs, And Cost: Building Blocks For Supply Analysis

Section: Chapter Questions

Problem 8TY

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In the example presented by this graph, what is total output when the fifth worker is added? The Production Function and Marginal Product Total Output Total output Number (number of meals of workers served per hour) Marginal product of labor 70 30 10 10 15 15 123456789 10 Number of workers 30 (a) 12 42 Marginal Product of Labor 10 52 15 60 10 65 8. 67 -5 6. 63 -10 456 789 10 Number of workers 10 55 (b) Click to view larger image. a. 52 lawns moved b. 50 lawns moved С. It cannot be determined with the given information d. 54 lawns mowed
The accompanying table shows the total daily output for a firm producing specialty cakes and operating with a fixed amount of capital. The cost of labour is $200 per unit per day and the fixed cost of the capital is $1500 per day. Click the icon to view the table. 24 28 8 12 16 20 Complete the last four columns of the table. Units of Labour Total Output (per day) (per day) 4 200 24 2450 28 2510 500 1200 1950 2330 2450 $ 1500 2510 $ 4800 $ 1500 $ 5600 TFC TVC $6300 $ 7100 TC MC $ 2.67 $ 1.14 $ 1.07 $ 2.11 $6.67 $ 13.33 AFC $7.5 $3 $ 1.25 $ 0.77 $ 0.64 $ 0.61 AVC $4 $3.2 $2 $ 1.64 $ 1.72 $ 1.96 ATC $ 11.5 $6.2 $ 3.25 $ 2.41 $ 2.36 $ 2.57 $ 2.23 $0.6 (Round your responses to the nearest cent.) b. Assuming that labour is only hired in increments of 4 units, what is this firm's capacity level of output? per day $ 2.83
In the example presented by this graph, at what number of workers does the point of diminishing marginal product occur? The Production Function and Marginal Product Total Output 70 Total output Marginal Number (number of meals of workers served per hour) product of labor 30 10 10 15 15 9 10 Number of workers 1234 S678 30 la) 12 42 Marginal Product of Labor 10 52 15 60 10 65 67 -5 -10 123456789 10 Number of workers (b) Click to view larger image. a. Ninth worker b. Second worker С. c. Fourth worker d. Third worker
The amount of fish caught per week on a trawler is a function of the crew size assigned to operate the boat. The following table shows the total and marginal products of labor for a trawler. Crew Size (L) (No. of Workers) Amount of Fish Caught per Week ( Q) (Hundreds of Lbs) Marginal Product ( MPL) (Hundreds of Lbs) 5 15 10 30 15 55 25 80 25 95 15 105 10 110 5 10 110 11 105 -5 12 95 -10 Suppose the owner of the trawler can sell all the fish caught for $75 per 100 pounds and can hire as many crew members as desired by paying them $1,125 per week. Assuming that the owner of the trawler is interested in maximizing profits, what is the optimal crew size? workers |2 3 4 5 67 8 9을
The following table depicts the number of grapes that can be picked in an hour with varying amounts of labor: Number of pickers (per hour) 1 2 3 4 5 6 7 8Output of grapes (in flats) 10 28 43 54 61 64 65 61Calculate marginal physical product (MPP) and then graph the total product (output) and MPP curves.
Cost curves Egidio Binaccio designed an ancestry app that allows people to connect with long lost Italian relatives. Egidio notices the following relationship between the number of hours he schedules and the number of downloads (sales) he gets. Below is a production function, for Egidios current company set up. NUMBER of LABOUR DOWNLOADS HOURS B) 10 C) 20 30 40 50 60 70 80 90 100 110 120 130 140 6.50 11.00 14.50 17.50 20.50 23.75 27.50 32.00 37.50 44.50 53.50 65.00 79.50 97.50 TVC TC MC AVC Suppose the firm can hire all the labour it would ever want at the going wage of $8 per labour-hour. The firm's total fixed costs are $64 per day. A) ATC Fill in the table showing total variable cost (TVC), total cost (TC), average variable cost (AVC), average total cost (ATC), and marginal cost (MC). [Remember: Marginal cost should be entered midway between rows of output.] On a graph with DOWNLOADS (per day) on the horizontal axis, draw the three "per-unit" cost curves, AVC, ATC, and MC. [Note…
Picture Tools 16285711986112063eel9ba0 69816244 (Read Only Sman References Mailings Review View Format Picture Shape Y Bring to Fre Picture Border Send to Bac Position Picture Effects Text Wrappr Picture Styles Arrange 2. 6 Question 2. 1. Widget factory Inc. in Wisconsin has the following production function: F(L,K) = 2L/2 K/2 L represent the number of labour hours. Workers at this factory are paid an hourly wage of $30 and they rent capital at $25/hour. Since this is a competitive market, the factory output the factory gets per is output is $50 per unit. Let's pretend the firm operates in the short run with capital fixed at 900, how many factory workers would Widget Factory Inc employ? What is their profit rate? Question 3.
Complete the table directly below by calculating MP and AP. Inputs ofL TP MP AP 0 01 152 343 514 655 746 807 838 82 Plot the TP, MP and AP and explain in detail the relationship between eachpair of curves. Explain why PM first rises, then declines, and ultimatelybecomes negative.