A form of bacteria invades Earth which uses the capital stock for food! What will happen to the steady state capital stock, the depreciation rate, and investment?
It will invariably lead to the all in steady state of capital stock. When stock of capital reduces, per capita availability of capital fall when bacteria invades Earth.
Depreciation refers to the wear and tear during the production process. Bacteria attack will speed up the process of depreciation. it will reduce investment as well, There will rise in requirement for investment.
A form of bacteria invades Earth which uses the capital stock for food! What will happen...
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
Draw a steady-state diagram showing Britain before the
industrial revolution. Label the capital stock in 1500 through 1502
as well as
steady-state capital, steady-state investment, and steady-state
output.
Numbers #1.4-1.6
1 Technology and the Industrial Revolution Global Income, Maddison Historical Estimatas nd Re Suppose Britain's economy in the year 1500 is described by the following production function and parameters: s= 0.2 8 0.1 The capital stock is K1500 = 1 1.1. Fill in the following table, which will give us...
Assume an economy is populated by L workers with total capital stock K. Production of this KL. Suppose household's saving rate s economy is organized by Y 0.6, and firm's depreciation rate of capital d = 0.1. The rule for accumulation of captial in per worker terms is of the time-to-build type: A k = i - ôk Standard Transformation of the Production Function a. Show that the production function is constant return to scale (CRS) b. Rewrite the production...
ALL OF THE QUESTIONS PLS!!!
Assume an economy is populated by L workers with total capital stock K. Production of this KL. Suppose household's saving rate s economy is organized by Y 0.6, and firm's depreciation rate of capital d = 0.1. The rule for accumulation of captial in per worker terms is of the time-to-build type: A k = i - ôk Standard Transformation of the Production Function a. Show that the production function is constant return to scale...
good weekend! Problem 1 Assume an economy is populated by L workers with total capital stock K. Production of this economy is organized by Y = K L.. Suppose household's saving rate s = 0.6, and firm's depreciation rate of capital 8 = 0.1. The rule for accumulation of captial in per worker terms is of the time-to-build type: Ak=¿- Sk. Standard Transformation of the Production Function a. Show that the production function is constant return to scale (CRS). b....
2. A car company currently has capital stock of $100 million and desires a capital stock of $110 million. a. If it experiences no depreciation, how much will it need to invest to get to its desired level of capital stock? b. If its annual depreciation is 5%, how much will it need to invest to get to its desired level? c. If its annual depreciation is 10%, how much will it need to invest to get to its desired...
For any economy with an existing capital stock of $800 million and annual depreciation of 5% a steady state occurs if gross investment = $840 million gross investment = $1600 million gross investment = $40 million net investment = $5 million net investment = $800 million
Question 5 If the saving rate falls, which of the following is true? human capital increases. the steady state equilibrium level of output and capital goes down. the change in capital stock is positive. the capital depreciation rate falls.
1. Consider a country that is initially in steady state. Suppose the saving rate increases. Moreover, the population growth rate increases by 1% but the capital depreciation rate falls by 1%. According to the Solow–Swan model, the per capita capital stock increases, and the country moves to a new, higher steady state level of per capita income. Answer true, false, or uncertain. Please briefly explain your answer. 2. Consider the country of Solow, which is described by the Solow–Swan model....
page 3 3. a. Given that a country at steady state engages in a cross border war with its neighbour and suffers significant infrastructure damage, illustrate and explain what will happen to the country's capital stock and output per worker if it maintains its 5 marks saving rate post-war. b. Given the scenario above, illustrate and explain what will happen to the country's capital stock and output per worker if it increases its saving rate after 10 years. 5 marks...