Q: 1. A firm's average fixed cost is Rs.20 at 6 units of output. What will it be at 4 units of output?
A: To find : What will be average fixed cost.
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- 1a. Explain Ricardo’s theory of rent and the law of diminishing returns. b.What is socialism and what are the principal methods by which its advocates have tried to bring it into existence?COURSE: MICROECONOMICS - PRODUCTION THEORY Suppose a company engaged in manufacture of wheat whose production function is represented by: Q =10KL.In addition, firm must pay wages of $200 and rent on capital is $600. It is known that firm has a budget of $30,000 for cheese production.a) Calculate break-even point of both factors of production and graph itb) What will happen if minimum wage is now fixed at $300? Graph itc) Assuming that new minimum wage at point b) is maintained and, assuming that investor demands a capital rent of $900, explain what happens to optimal factor level. Graph itA. Explain how MP = decreasing within the Cobb - Douglas function ( explain the functions and their variables ) 2.45 2.65 B. The company Tres Monjitas faces the following production function : Q = L K and has the following prices of inputs : PL = $ 10 and PK = $ 20 . Estimate the Cobb - function Douglass (Get L relative to K).
- Consider a factory that produces iPhones. This factory relies on both employees (labor) and machines (capital). Which of the following would decrease the demand forlabor?O a. Public taste shifts away from iPhones towards AndroidsO b. The price of capital falls and labor is easily substituted for capital.O c. The factory has trouble hiring competent workers (workers become less productive).O d. (b) and (a)O e. all of the above5:23 The amount that a firm pays for all of the inputs that go into producing goods and services is the: O average cost. O total revenue. O total price. O total cost.Q1. A colonial era firm was producing 50 basket and the selling price of each basket was $5. Find the total earning of colonial era firm.
- Consider a firm that is perfectly competitive in the market for inputs and outputs. Thefirm hires two types of workers: low-skill (high school graduates and high school dropouts) andhigh-skill (undergraduate and postgraduate degree) workers. The firm compensates high-skilledworkers at the rate wH and low-skill workers at the rate wL. It produces the output subject to aCobb-Douglas production technologyF(L,H) = (AH)α(L)β,where H - is the amount of high-skill hours, L - the amount of low-skill hours, and A - thetechnology parameter that augments the productivity of the high-skill labour. 4. In the short run, the firm cannot increase the amount of high-skill labour . Derive the1short-run demand for low-skill labour.5. What is the substitution effect of the wage increase in the short-run?6. Derive the long-run cost-minimizing demands for high- and low-skilled labour. Show thesolution to the cost-minimization problem on the graphGiven: I = 150, G = 200, and T = 200, and C=150 +.85Yd Fill in the missing cells. Explain adjustment to equilibrium.4) A firm faces a production function of twittle-twaps: Q(K,Lp,Ln) = 5*K(2/5)*LP(1/3)*LN(1/5) per hour, where capital (K), production labor (LP), and non-production labor (LN) are input factors used in production. The firm operates in a competitive market, where they are a price taker within the capital & labor markets and its own price (r = 40, wP = 25, wN = 50, P = 20). Answer the following.a. If capital and non-production labor are fixed at K = 32 and LN = 243, what is the general form MPLP and graph Q wrt to LP changing [you do not need to solve for LP yet].b. Is this production function decreasing, constant, or increasing returns to scale and why.c. Given the wage of production workers and the price of twittle-twaps, what is the optimal number of LP to employ to maximize profits and the quantity produced (VMPLP = wP).d. If the firm can control both K and LP, what does the Isoquant curve look like and its slope in relative terms if LN is fixed at 243 units [IQ slope =…
- 4) A firm faces a production function of twittle-twaps: Q(K,Lp,Ln) = 5*K(2/5)*LP(1/3)*LN(1/5) per hour, where capital (K), production labor (LP), and non-production labor (LN) are input factors used in production. The firm operates in a competitive market, where they are a price taker within the capital & labor markets and its own price (r = 40, wP = 25, wN = 50, P = 20). Answer the following.a. If capital and non-production labor are fixed at K = 32 and LN = 243, what is the general form MPLP and graph Q wrt to LP changing [you do not need to solve for LP yet].b. Is this production function decreasing, constant, or increasing returns to scale and why.c. Given the wage of production workers and the price of twittle-twaps, what is the optimal number of LP to employ to maximize profits and the quantity produced (VMPLP = wP).d. If the firm can control both K and LP, what does the Isoquant curve look like and its slope in relative terms if LN is fixed at 243 units [IQ slope =…Continuing from Exercise 7.1, the films factory sits on land owned by the firm that it could rent for 30,000 per year. What was the films economic profit last year?What is die price commonly called in the labor market?