when capital's depreciation rate increases why does output per worker declines and capital per worker declines in detail.
Answer to the question:
Rise in the rate of depreciation means that more capital is required for the replacement of the old capital. So, as more and more of the capital is required for the purpose of replacement, the net addition to the capital stock become less and less. And this will cause the capital per worker to decline. On the other hand, as the capital per worker declines, the teh available capital stock per worker also declines. This will cause the production of the worker since he's getting less an less of the capital now. One more reason is that the capital is subjected to diminishing returns. When more and more capital are employed the marginal productivity of the capital falls and the productivity per worker declines.
Hope, I solved your query. Give good feedback.
Comment, I'll get back to you ASAP.
Stay safe. Thank you.
when capital's depreciation rate increases why does output per worker declines and capital per worker declines...
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...
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...
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. •...
Suppose you are a policy maker who wants to select a level of saving rate that would maximize consumption per worker. Given that output per worker is a square root of capital per worker, and 10% of capital depreciates every year. (a) Construct a table with the following saving rates: 0.3, 0.4, 0.5 and 0.6. For each saving rate, fill the table with values for capital per worker, output per worker, depreciation per worker, consumption per worker and marginal product...
2. Consumption per worker is 72, depreciation is 12.5%, and capital per worker is 64, the population growth rate is 2 percent. Given the production function y - 20k1/3, show that this economy is not in a steady state. If the saving rate should double, what is the new steady- state level of consumption per worker?
suppose that the growth rate of output per worker is 2% and that the growth rate of capital per worker is 1% calculate the growth rate of total factor productivity assuming a production function of Y 4. (20 points) Suppose that the growth rate of output per worker is 2% and that the growth rate of capital per worker is 1%. Calculate the growth rate of total factor productivity assuming a production tu of Y = AK -9, with a...
if the capital stock per worker is 8, the saving rate (s) is 12, the capital share (α) is 13 and the depreciation rate (δ) is 18 , then: a. the capital stock per worker will grow towards the steady state b. the capital stock per worker will shrink towards the steady state c. none d. investment per worker in the economy is larger than depreciation per worker e. the economy is not in the steady state yet
10. Suppose that output per worker is given by yt -kf, where kt is the capital stock per worker at year t and α 1/3. Workers invest 15% of their income. The capital stock depreciates at the rate of 10% per year. The size of the capital stock per worker at year t-0 is ko 10 According to the Solow model, what is the predicted growth rate of output per worker between years 0 and 1. (Assume zero population growth.)...
In the Solow growth model, the steady-state occurs when: (a) capital per worker is constant (b) capital per worker is growing (c) capital per worker is falling (d) the saving rate = depreciation rate