According to the traditional view of the production process, how does output per worker change when capital per worker increases?
a. It increases. This increases is larger at large values of capital per worker.
b. It increases. This increases is smaller at larger values of capital per worker.
c. It increases. This increases is the same at all values of capital per worker.
d. It decreases. This decrease is larger at larger values of capital per worker.
Option B is correct
There are diminishing returns to capital as well. As more and more capital is available, the additional output generated from the additional unit of capital goes on declining. But it is true that when there is an increase in the capital per worker, more capital is available for the given number of workers, which increases workers productivity and increase output per worker.
According to the traditional view of the production process, how does output per worker change when...
Consider an economy such that Output per worker: yt = 2k0.5 Capital per worker: kt Depreciation rate: 8 = 0.4 Saving rate: s = 0.2 Evolution of capital per worker: kt+1- kt = syt - Skt In the steady state, capital per worker does not change over time Let k* denote the steady state level of capital per worker Question 1.In the steady state, capital per worker is a)8 b)4 c)2 d)1 Question 2.Which one of the following statements is...
Consider an economy such that Output per worker: yt = 2k£.5 Capital per worker: kt Saving rate: s = 0.2 Depreciation rate: 8 = 0.15 Workforce growth rate: gN = 0.25 sy-(8+g)k¢ Evolution of capital per worker: kt+1- kt = 1+gN In the steady state, capital per worker does not change over time. Let k* denote the steady state level of capital per worker In the steady state, capital per worker is а) 8 b) 4 c) 2 d) 1...
when capital's depreciation rate increases why does output per worker declines and capital per worker declines in detail.
Consider an economy such that Capital per effective worker: kt Output per effective worker: yt = 2k0:5 Depreciation rate: 8 = 0.16 Saving rate: s= 0.3 Workforce growth rate: &N = 0.2 Technology growth rate: gA = 0.2 Evolution of capital per effective worker : kt+1 - kt = >> 1 _ syt-(6+8N+gA+SNSA)kt 1+gN+SA+SNSA In the steady state, capital per effective worker does not change over time. Let k* denote the steady state level of capital per effective worker. •...
An economy has the per-worker production Y = 3k^.5 Where y is output per worker and k is the capital to labor ratio. The depreciation rate is 0.1, and the population growth rate is 0.05 Total saving is S=0.3Y S is total saving and Y is total output a. What are the steady state values of the capital to labor ratio, output per worker, and consumption? b. Repeat part (a) for saving rate of 0.4. c. Repeat part (a) for...
a. If increases in capital per worker lead to increased output per worker, but at a diminishing rate, the per-worker production function _____. a is horizontal b has an upward slope at an increasing rate c has an upward slope but at a diminishing rate d has a downward slope at a diminishing rate e has downward slope but at an increasing rate b. In poorer or "developing" countries there tends to be a Plentiful & cheap land but very...
3. (15 pts). Assume that the per-worker production function is yr = 20 k'. Further, assume that the saving rate, s = 0.1, the depreciation rate, = 0.125, and the population growth rate, n= 0. Calculate the following: (a) The steady-state values of the capital-labor ratio, k", output per worker, y, and consumption, c. (b) The new steady-state values of the capital-labor ratio, output, and consumption (ki. Yi, and ci) if there is a technological progress and A increases from...
4. Consider the Solow growth model. By what proportion does per capita output change in the long run in response to the following changes? Assume the usual production function: Y; = ĀK, L (a) (5 points) The investment rate decreases by 30% as a result of a tax increase. (b) (5 points) The population increases by 10%. (c) (5 points) The capital stock decreases by 20%. (d) (5 points) The depreciation rate increases by 5%.
Variable costs: A.vary per unit of output as production levels change. B. are fixed in total as production levels change. C. decrease per unit as production volume increases. D. are fixed per unit and vary in total as production levels change.
9. A firm produces output according to a production function Q = F(K,L) min [2K,4L]. a. How much output is produced when K-2 and L = 3? b. If the wage rate is $30 per hour and the rental rate on capital is $10 per hour, what is the cost-minimizing input mix for producing 4 units of output? How does your answer to part b change if the wage rate decreases to $10 per hour but the rental rate on...