Suppose prices of labor and capital are $4 and $5 respectively. And 30 units ofproduct A can be produced by employing just labor and capital in the four differentways of technique.Production Techniques:IIIIIIIVLabor324Сapital132Refer to the above table. Which technique is economically most efficient inproducing A?O a) I.b) II.O c) III.O d) IV.

Cost is the expenditure that is occurred in producing goods and services in an economy. It is used…

Answered: Suppose prices of labor and capital are…

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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Q18
QUESTION 39 The folllowing table shows data for a simple production function. Capital (K). Labor (L) 10 0 10 1 10 2 3 4 5 6 10 10 10 10 TP or Q AP MP 6 14 20 14 8 Assume that the cost of capital, PK, is $50 per unit, and the cost of labor, PL, is $100 per unit. Marginal cost, MC, is at minimum when labor, L, is equal to O2 units. O4 units. O 3 units. 5 units.
Let's assume that a firm produces 60 products. Its total weekly cost (TC) at this output is $2,100. This includes TVC and TFC. We also know that the firm employs 3 part- time workers at a wage cost of $600 per worker per week. This is the firm's only variable cost (TVC). What is the firm's average fixed cost (AFC) at this output? O $2.50. O $2. O $5. O $100. O $10. Let's assume that a firm's total weekly costs are as follows: 1. Salaries of hired workers $5,000. 2. Supplies = $1,000. 3. Rent = $600, 4. The owners have invested a certain amount of their own money into the business. This could have earned them interest of $200 per week if they had chosen to put it into a bank instead of investing it into their business. 5. The value of the owner's time is estimated to be $800 per week. What are the firm's total economic costs? O $6.000 O $7.600. O $900. $7.500. O $6.700.
1. Assume a daily production function for a firm is Q= min(3L, 4K) a, If L = 100 and K = 100 what quantity is produced? Explain why. b. What would be the cost-minimizing labor and capital combination for this firm to produce Q = 1200? (show your work) Labor = Capital = At this level of production from part b (Q-1200), if the wage rate is: w- $30 and the rental rate of capital is: r= $100, what is the total cost of production? (show your calculations) C.
When a firm produces one unit, the variable cost is $7. When the firm produces two units, the variable cost is $10. When the firm produces three units, the variable cost is $12. What is the marginal cost associated with three units of production? Select one: O a. 3 O b. 7 O c. 2 O d. 0
A firm's production function is Q = 100L.0 K-4. The firm's input prices are PL = $40 and PK = $30. The firm wishes to produce Q = 3,000 units of output and minimize the cost of production. How much labor (L) should the firm employ? O A. L=20.96. O B. L=31.45. O C. L=34.26. O D. L=38.45. O E. L=41.22. QUESTION 2 A firm estimates its production function as Q = -2.4 + 20*L -.5*L2 + 30*K -1.00*K2 + 15*F -.3*F2. Total cost is TC = $2*L + $2.5*K + $1.75*F. The firm wishes to produce 400 units of output. Use Excel to find the cost minimizing amounts of L, K and F. How much F (Fuel) should the firm use? O A. F=7.90. O B. F=9.58. O C. F=10.75. O D. F=12.63. O E. F=14.88.
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A firm's production function takes the form: Q(L, K) = min {8L, 6K}, where Q represents output and L and K represent labour and capital, respectively and where w and r give the prices of labour and capital. What would be the expression for the firm's marginal costs? O O O O MC = w + 1/ MC = 6r + 8w MC = W MC 6w+8r W MC = 8 +! 6 + 3r 6w+8r = Q (²= ² + ² )
A company has the following production function for its product, f(k, I) = k"/2/1/2. It faces input prices v = 5 for capital and w = 20 for labor. How much does the firm use of each input if it wants to produce 10 units of its product? O a. I= 4, k = 25 O b. / = 5, k = 20 O c. 1= 20, k = 5 O d. 1= 25, k = 4 Clear my choice Suppose the market demand for a good is Qº = 2000 – 8p and market supply is QS = 5p + 700. There are 10 %3D firms with exactly the same cost function. How much does each firm produce? O a. 100 O b. 120 O c. 140 O d. 200 Clear my choice
1. Figure 1 shows the production function of a firm. Y В Y2 Y1 X X1 X2 a) What are the variables along (i) of the X axis? (ii) Y axis? b) Does the firm operate in the short term or long term? c) Referring to the diagram above, what is the level of input where (i) firms experiencing increased marginal output? (i) does the firm experience a declining marginal output? (i) the firm achieves maximum marginal output? (iv) the firm achieves a blank marginal output?
TVC TC AYC MC 15 23 2. 12 30 **** wing questions:

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