Consider a labor demand function given by Nd. According to standard classical, what are the returns to scale?
Answer is option A)
Consider a labor demand function given by Nd. According to standard classical, what are the returns...
Consider the production function below. ?? ?(?, ?) = ?? + ?? a) Find the demand for labor and capital b) Draw the demand curve for labor c) Does the production function exhibit diminishing marginal returns of labor? d) Is the production function exhibiting increasing, constant or decreasing returns to scale?
returns to scale and The aggregate production function for the Solow growth model assumes returns to either labor or capital. _marginal increasing; diminishing. constant; diminishing. O decreasing; constant O constant; constant
In the short run the classical production function is concave. What property best explains why? a diminishing marginal returns b the classical dichotomy c crowding out d constant returns to scale 2. Which of the following will shift the aggregate demand curve in the classical model? a an increase in investor bearishness b an increase in government spending c a decrease in taxes d an increase in the money supply 3. Laissez-fair doctrine is interpreted as? a government management is...
the second question
In Example 6.4 wheat is produced according to the production function: q=100(k0.6 0.4) Beginning with a capital input of 4 and a labor input of 49, show that the marginal product of labor and the marginal product of capital are both decreasing (Round responses to two decimal places.) The MPK at 5 units of capital is 156.12 The MP at 6 units of capital is 144.02 The MP at 50 units of labor is 8.84 The MP...
The production function 9 = k1.270.5 exhibits: a. increasing returns to scale but no diminishing marginal productivities. b. decreasing returns to scale. C. increasing returns to scale and diminishing marginal product for / only. d. increasing returns to scale and diminishing marginal products for both k and I.
The production function q = k0.620.5 exhibits: a. increasing returns to scale and diminishing marginal products for both k and 1. b. increasing returns to scale and diminishing marginal product for 1 only. c. increasing returns to scale but no diminishing marginal productivities. d. decreasing returns to scale.
If output is described by the production function , then the production function has: (a) degree of returns to scale that cannot be determined from the information given. (b) diminishing returns to scale (c) increasing returns to scale (d) constant returns to scale (e) None of the above
1. Consider the production function ?(?, ?) = (?1/2 + ?1/2)2/3 , where L denotes labor and K capital. This production function exhibits A. constant returns to scale. C. decreasing returns to scale. D. increasing returns to scale.
9. Consider a Classical model with the following specifications in Q1, 2019: . Labor Supply: NS-1%, Cobb-Douglas Production Function . The Quantity Theory of Money accurately describes aggregate demand, The Theory of Distribution holds, Parameter values: [y, a, A, K, M, V] [30,0.3, 130, 500, 2500,40]. Suppose a reduction in labor law regulations leads to an outward shift in labor supply, represented as an increase in y from 30 to 32 during Q2, 2019. Assume that everything else stays the...
1+2 Multiple choice choose best answer 1l If output is described by the production function Y = LaKI-a, then the production function has: (b) diminishing returns to scale (c) increasing returns to scale (d) constant returns to scale (e) None of the above 2. If output is described by the production function Y L°K, with e the production function has: (a) diminishing returns to scale (b) increasing returns to scale (c) constant returns to scale (d) degree of returns to...