
5. Consider a firm that uses two inputs: skilled workers and computers. Explain what it means...
is measured in bushels. A firm uses two inputs to produce wheat per day, workers (L) and bed planters (K). Its production function is 9 - KL, where Bed planters are rented at $100 per day and each worker is hired at $50 per day. Suppose K is free to vary i. Derive the firm's long-run cost function. Show workings. 1. Compute the long-run average costs of producing 10 bushels. Show working Ill. Is this firm experiencing diseconomies of scale?...
A construction firm builds using two types of labor. The first is more skilled union workers, and the second is lesser skilled non-union workers. 8. a Would you expect the equilibrium wage to be the same or different of each type of worker. Briefly explain b) On separate graphs, show the equilibrium wage and employment for each type of worker Part of the compensation for union workers consists of health care benefits. These benefits cost the firm S1 per hour....
Page < 5 > of 9 0 - ZOOM + 2. A construction site uses two types of workers - skilled (s) and unskilled (U). They produce feet of new pavement (Q) per day according to the production function Q = 1005 - 5S? + 50U - 5U2 Skilled workers are paid $200 per day, while unskilled workers are paid $100 per day. The company paid $40,000 for equipment for the skilled workers. The company has a daily budget of...
Problem #5: Cross-price elasticity Consider teenage labor and adult labor as separate inputs in production for fast-food restau- rants. Suppose the wage of teenage workers increases (but the adult wage remains the same). Analyze the effect of the teenage wage increase on fast-food restaurants' employment of adult labor, given that: 1. Teenage labor costs are a large share of total costs at fast-food restaurants. 2.Adults dislike the tasks teenagers do at fast-food restaurants (i.e. cleaning bathrooms), so it takes big...
A firm uses two inputs x1 and x2 to produce
output y. The production function is given by f(x1, x2) = p
min{2x1, x2}. The price of input 1 is 1 and the price of input 2 is
2. The price of output is 10.
4. A firm uses two inputs 21 and 22 to produce output y. The production function is given by f(x1, x2) = V min{2x1, x2}. The price of input 1 is 1 and the price...
Suppose that a firm uses capital (K) and labor (L) to produce widgets, and that the production function for widgets is given by Q = K 1/3L1/2 Assume that r = $4 and w = $4, where r is the price of capital and w is the wage rate. Finally, suppose that the price of widgets, p, is $8. a) Suppose that K = 64 in the short run. Given that w = 4, how many workers should this firm...
Suppose a firm uses only two inputs, labor (L) and capital (K). In the short run, the amount of capital is fixed. If the price of labor is $4, and the marginal cost of production is $8, then the marginal product of labor is 4 2 32 12 None of the other answers are correct.
A firm uses two inputs x1 and x2 to produce output y. The production function is f(x1, x2) = x11/2 + x21/2. The price of input 1 is 1 and the price of input 2 is 2. The price of output is 10. (d) Does this production function exhibit increasing, decreasing or constant returns to scale? (e) Solve the firm’s cost minimization problem. Derive the firm’s cost function c(y). (f) Find the profit-maximizing choice of inputs x1* and x2* and...
Consider a firm with a production function given by Q = 40N − 0.125N^2 . This implies that the marginal product of labour is MPN = 40 − 0.25N. Suppose that the market price for the good that the firm produces is P = 1, and the market wage is w = 5. (a) How many workers will the firm choose to hire? b) Compute the firm’s profits given the optimal choice of employment c) At what wage level would...
Consider a cost-minimizing firm that uses two inputs x, and x, to produce output y from the production function y=x"X, where a >0 and B>0. The competitive input prices of x, and x, are given respectively as w, and wz. a) Find the firm's demand functions for inputs x, and xz. b) Find the firm's total cost, average cost, and marginal cost functions. c) Show that if a +B>1 then average cost is always greater than marginal cost.