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On January 1, 2009, Albert invested $1,000 at 6 percent interest per year for three years. The CPI on January 1, 2009, stood at 100. On January 1, 2010, the CPI (times 100) was 105; on January 1, 2011, it was 110; and on January 1, 2012, the day Albert's investment matured, the CPI was 118. Find the real rate of interest earned by Albert in each of the three years and his total real return over the three-year period. Suppose that interest earnings are reinvested each year and themselves earn interest.
Prepare a table with values from all four cases as well as compare the sensitivity of the model solution to changes in parameter values.
A new Taurus bought in 1994 cost $18,680 and it could have been sold as used in 1995 for $12,600.
What is a one invention that had good impact on the international economy and why. What were the impacts of this invention were impact good or bad.
What happens to the profits of boat makers in the short run. What happens to the number of boat makers in the long run.
Consider we did technological change in the class where it does contribute to one side of the production use that to understand the problem.
Illustrate the solution graphically using Labor Supply / Labor Demand and Production Function diagrams.
Illustrate what is the expected annual demand also the total revenue corresponding to your recommended price
What reliance performance would be measured efficient. Elucidate reliance behavior which would be considered excessive.
How does this policy involve the supply and demand for loan able funds. What occurs to the equilibrium interest rate.
Describe the difference between Economic contraction and Economic expansion
What is the effective rate of protection for the automobile industry in country A, if there is a tariff of 25 percent on imported automobiles and a tariff of 50 percent on imported inputs used in this industry.
Trades are seasonal, with higher trades during the spring also summer quarters also lower trades during fall also winter quarters. Which inconsistents of the model are statistically significant.
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