The executives of Garner-Wagner Inc. are considering a project that has an up-front cost of $3 million and is expected to produc
1 answer:
Answer:
The projects net present value = −$1,104,607
Explanation:
The net present value is the sum of the present values of all expected cash-flows from t=0 to t=n
The equal cash-flows of $500,000 expected at the end of each year from year 1 to year 5 are an annuity whose present value is calculated as follows:
PV of An Ordinary Annuity=
where PMT is the the equal payment cash inflow received at the end of each period
i is the project's cost of capital and
n is the number of periods making the annuity
Therefore: Net Present value of this investment given a 10% project cost of capital is calculated as follows:
NPV==-$1,104,606
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Answer:
Part a: According to Solow model higher per capita real GDP will be in Chile because of its highest saving rate.
Part b: The per capita capital stock or the labour ratio is the primary factor for these differences in the simple Solow model.
Explanation:
<em>Part a:</em>
According to Solow model higher per capita real GDP will be in Chile because of its highest saving rate.
In Solow model the GDP per capita is defined as
Also the steady state path is given as
As all other parameters are same thus the country with higher value of s will have a higher per capita GDP.
According to the Solow model, higher saving rate means larger capital stock and high level of output at the steady state.
Higher saving rate leads to faster growth in Solow model. So there is higher per capita real GDP for the country that has higher saving rate.
<em>Part b:</em>
In Simple Solow Model, the steady state per Capita GDP, is the function of the steady state per capita capital stock given as
Now this indicates that
where f is an increasing concave function i.e. f'>0 and f''<0
Thus the sole dependence of per capita GDP is on per capita capital stock.
Thus the per capita capital stock or the labour ratio is the primary factor for these differences in the simple Solow model.