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Consider the following production function: Y K.5 ( AN ) .5 , where both the population and the pool of labor are growing at a rate n .07, the capital stock is depreciating at a rate d .03, and A is normalized to 1.
a. What are capital's and labor's shares of income
b. What is the form of this production function?
c. Find the steady-state values of k and y when s .20.
d. At what rate is per capita output growing at the steady state? At what rate is total output growing? What if total factor productivity is increasing at a rate of 2 percent per year ( g .02)?
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assume you have the following model of the expenditure sectorsp c i g nxc 400 0.8ydio 200g 300 0.1y -
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(Advanced Analysis) Assume that the consumption schedule for a private open economy is such that consumption is as follows: C = 50 + 0.9 Y Assume further that planned investment Ig and net exports Xn are independent of the level of real GDP and const..
The first is a 15-year to maturity bond with a 6.60% coupon rate, paid annually. The price of this bond today is 100% of face value. The second bond is a 20-year to maturity bond issued 7% coupon rate, paid annually. The price of this bond is 101...
What are the implications for aid policies?
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