- A. Is correct
When t=1.5, K and L are 3
When K and L= 2, output is 60
When K and L increase by 1.5 and are equal to 3, output is 90 which is equal to 1.5(60)= 90.
Thus % increase in input is equal to % increase in output.
This means there is constant returns to scale.
- A is correct
Marginal physical product of labor is decreasing with increase in labor. The increase in output is decreasing with increase in labor units.
The following table shows how much output a firm can produce as it relates to the...
The following table shows how much output a firm can produce as it relates to the use of both capital K and labor L: KIL 2 40 60 75 85 90 3 4 65 85 100 110 115 20 70 90 105 115 120 40 2 3 4 75 90 100 105 65 70 Which of the following statements is true? O A. The marginal product of labor is decreasing, regardless of the level of capital B. The marginal product...
1. The table below shows the levels of output a firm is capable of producing using different combinations of labor (L) and capital (K). Units of Labor 10 14 17 20 10 12 12 16 19 15 10 16 19 25 Use this information to draw a graph plotting simple, approximate isoquants for the following levels of output: 10. 14, and 22. 2. A. Draw a set of isoquants for a firm experiencing increasing returns to scale. B. Show and/or...
Acme Container Corporation produces egg cartons that are sold to egg distributors. Acme has estimated this production function for its egg carton division: Q = 25L0.6K0.4, where Q = output measured in one thousand carton lots, L = labor measured in person hours, and K = capital measured in machine hours. Acme currently pays a wage of $10 per hour and considers the relevant rental price for capital to be $25 per hour. i) The marginal product of...
QUESTION 5 The marginal product for labor is given (MP) = 3 – 0.02*L; price of the product is $100 and wage = 200. Based on information above, the marginal product of labor at the optimal level of employment is $3 $2 $1.5 $1 2 points QUESTION 6 If the labor elasticity of output is 0.5 and the capital elasticity of output is 0.9, then the production function exhibits constant returns to scale. economies of scale. diseconomies of scale. diminishing...
(15.P) The following table gives the quantities of output that can be produced with different amounts of capital and labor utilized by a firm. Units of K Units of Output 122 174 213 244 274 (300 5 112, 158/194 224 250 274 4 100 142 173 200 224 244 87 122 150 173 194 213 142 158 174 6 Idol 50 100 112 122 Units 3) 4 5 . 6 of a. What are the returns to scale for this...
Oiven the tale belon of the smount of total output produced tom various combinations of labor and captal itf capital is foed at one unit and 3 units of labor are emplayed, the average product of labor a Rem i Production Amounts K-1 K-2 K-3 L1 80 100 120 L 2 180 220 260 L-3 270 330 390 L4 340 420 500 L-5 390 490 590 L-6 410 530 650 Select oner A 270 C 90 D 40 E none...
1. A firm faces the following total product curves depending on how much capital it employs. K=1 Unit Quantity of Total Labor Product 100 152 K=2 Units Quantity of Total Labor Product 1 123 1 187 Product WN oloAN K=3 Units Quantity of Total Labor 139 193 263 319 366 407 410 233 249 263 286 306 323 O a. For K=1, calculate the average product and marginal product of labor at each level of labor employed (from labor =...
Part 2: Short answer questions Question 1 (4 points): A sausage firm has a production function of the form: q = 5LK+K+L where q is units per day, L is units of labor input and K is units of capital output. The marginal product of the two inputs are: MPL = 5K+1, MPK = 5L +1. Price per unit of labor: w= $15, price per unit of capital: v= $15. Both labor and capital are variable. a. Write down the...
CHeck y Work Suppose that you are responsible for making amangements for a business convention and that you have been charged with choosing a city for the convention that has the least expensive rooms, You have narrowed your choices to Atlanta and Houston. The table below contains samples of prices for rooms in Atlanta and Houston. Because considerable historical data on the prices of rooms in both cities are available, the population standard deviations for the prices can be assumed...
A firm applies a production technology to produce units of output (q) according to the production function q = 20 x L^.5 x K^.5 , where L is a variable input and K is a fixed input. Assume K = 100 in the short run. solve for the short-run average product of labor (AP L) and the marginal product of labor (MP L) functions. If L = 100, what are the numerical values of AP L and MP L?