If Y=K^(0.5) L^(0.5), and capital is equal to 4, and labour is equal to 8, what is the MPL? O0.369657341 O 0.339935008 O 0.316403791 O0.297172937
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- Workers Pizza Fixed cost in $ per day per day Variable cost in S TC per day 400 per day [25 (75 400 200 6 00 750 850 400 350 450 115 400 145 400 600 lo00 1200 170 400 800 8. Referring to the table above, when the second worker is hired, the marginal cost per pizza is equal to: a) $3 b. $75 750-600 75-25 150 ATC %3D 5u C. $50 d. $150 Duutp Dout 際ATCBob wins a lottery and receives $20,000 per year until he retires. As a result, he decides to work 35 hours per week instead of 40 hours per week. The annual income effect on a 50-week year is: O A. $20,000 O B. 0.0125 O C. -0.0125 O D. $400acroeconómic Policy and Natural Resources (10)|| Sp Time left 1:23:57 estion When a par ar firm is fully utilizing its capital, its output is given by Y = 10 × LO5. The cost of labour is OMR1 per unit. To maximize profit, how many units of labour should this firm use? wer saved -ked out of Flag O a. 50 estion O b. 100 О с. 5 O d. 25 O e. 3.16 CLEAR MY CHOICE NEXT PAGE PREVIOUS PAGE CET 0001 A 人 hp
- A perfectly competitive firm's production function is Q=8LK where Q is the amount produced, L is the amount of labour hired and Kis the amount of capital used. P is the price that the firm gets for its product. What is the marginal revenue product of labour? PL 8L 8PK 16PK3. Answer all parts (a)-(e) of this question. Consider the following production function: Q = 3K&L, with marginal products given by L3 MPL = K and MPK Define the unit prices of L and K as w and r, respectively. Finally, assume that the firm takes the price of its product, p, as given and maximizes profits. L3 K3 (a) Imagine capital is fixed at Ko = 1 in the short run. What is the short-run cost function of the firm? Explain briefly. (b) (c) (d) (e) when rw = 1? What is the long-run cost function of the firm? What is the long-run supply function of the firm? What is the profit function of the firm? Now suppose that set-up costs are £1. What is the shut down rule of the firmA1
- Be the production function Q (K, L) - : (K} +213), that depends on the quantitiess Used from inputs Kand L; and be the point (K, L) = (1,2). (a) What is the effect on the production of an increase of a unit in the amount used of INPUT L, L, Other things being equal?? (b) What is the effect on the production of an increase of 1% in the amount used of INPUT L, Ceteris paribus?From the following data Total orders (Q) 8 13 18 21 26 O Q=L+4K O Q = 3L + 5K O Q = 3L + 3K # of workers (L) O Q = 8LK 1 1 1 2 Which is the correct corresponding production function? NIN 2 # of machines (K) 1 2 3 3 4A firm can use three different production technologies, with capital and labor requirements at each level of output as follows: Technology 1 Technology 2 Technology 3 Daily Output 100 150 200 250 K 6 6 7 8 L 10 13 14 16 K 7 789 L 8 10 11 13 K 8 8 9 10 L 7 8 9 11 Suppose the firm is operating in a high-wage country, where capital cost is $110 per unit per day and labor cost is $90 per worker per day. For each level of output, which technology is cheapest? At 100 units of output, is the least expensive.
- The accompanying table describes the relationship between the number of workers hired by a call center each hour and the number of calls the call center can make each hour. The call center has only 1 telephone. The telephone costs the firm $5/hour (regardless of how many calls are made), and each worker is paid $10 per hour Calls Per Hour 1 2 6 16 O 22 24 What is the total cost of making 2 calls an hour? Multiple Choice O $45 $40 $20 Number of Telephones 1 1 1 1 1 1 $10 Number of Workers Per Hour 2 4 6 8 10 12I just what to know how they found MCif marginal product is given by 500 - 5Q4 find the value of Q where marginal product is at its maximum. Select one: O 1000. O 1/5 O 500. O5. O 100.