Option B.
Choose a,b,c,d icular production process that capital and labor are perfect l. If the 7. Suppose...
4. Consider a production process where capital and labor are perfect complements – two units of capital are required for each unit of labor to produce four units of output. 1) Derive the production function for this production process. 2) If the wage rate is $5 per unit of labor and the rental rate of capital is $8 per unit of capital, how much capital and labor should the firm employ to minimize the cost of producing 100 units? 3)...
which statement is correcs? 6 The total product of a firn is as follows Total Produa A) Mn is increasing in phase L C) APh is increasing in phase III. B) MPh is increasing in phase II D) MP, is maximized in the edge of phase II and I11. a particular production process that capital and labor are perfect l. If the 7. Suppose in substitutes so that three units of labor are equivalent to one unit of capita price...
Suppose that labor (worker hours) and capital (machine hours) are perfect substitutes in the production of widgets. Each widget can be produced in 20 minutes by a worker or in 15 minutes by a machine. The price of labor is $20 per hour, and the price of capital is $30 per hour. Derive the equation for long-run total cost. a. ???? = 60? b. ???? = 170? / 12 c. ???? = 120? d. ???? = 20? / 3 e....
Suppose a firm can use either Capital (K) or Labor (L) in a production process. The firm’s production function is given by Q = 5L + 15K. The price of Capital is $20 per unit and the price of Labor is $8 per unit. What is the Total cost function?
6. The total product of a firm is as follows, which statement is corvect A) MP, is increasing in phase 1 B) MP is increasing in phase II. is increasing in phs D) MP, is masimized in the edge of phase ll and Im. 7. Suppose in a particular production process that capital and labor are perfect If the substitutes so that three units of labor are equivalent to one unit of capital. price of capital is sa per unit...
Suppose a firm can use either Capital (K) or Labor (L) in a production process. The firms Production function is given by Q = 5L + 15K. The price of Capital is $20 per unit and the price of Labor is $8 per unit. a) (4 points) What is the firm’s Total Cost function? TC(Q) = ____________________________ b) (8 points) Suppose the firm is producing 30 units of output (Q = 30). Using a graph, draw the firm’s isoquant for...
#6 6. A manufacturer uses labor and capital to produce widgets. Labor and capital are perfect substitutes and the production function is Q-2K+IL a. Derive and graph the isoquants for Q-20 and 0-40 units of output (not all units of K will be whole numbers) (20 - 2K+ILK -10-0.5L.) 0-20 LK 040 LK 10 b. Suppose the price of labor is w 51 and the price of capital is for a total cost of $10 and $15. 51. Graph the...
What is the production function if labor, L, and capital, K, are perfect substitutes and each unit of q requires 0.5 units of Lor 0.5 units of K (or a combination of these inputs that adds to 0.5)? The production function is q=0
Suppose labor (L) and capital (K) are fixed proportion inputs, and that each unit of output must be produced with exactly 5 units of labor and 2 unit of capital. The price of a unit of labor is w, and the price of a unit of capital is r. a. Write down the production function. b. Derive the equation for the expansion path. c. Derive the equation for the long-run total cost function. d. Graphically depict the labor demand curve....
Suppose capital and labour are perfect substitutes for producing widgets and that it takes 1 unit of capital or 3 units of labour to produce one widget. If the price of labour is $4 and the price of capital is $16, how much labour and capital should a firm use to produce 30 widgets? Explain.