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A kite maintains a constant altitude of 50 feet and is moving horizontally at the rate of 2 feet per second. Assume that there is no slack in the kite-string, at what rate is the string being paid out when its length is 130 feet?
Why would anyone buy shares of a corporation that had no profits and paid no dividends? What's the highest price a person would pay for such a stock
Calculate the CPI and SPI and explain the message they give the program manager.
A former employee decides to sue QopyQat, alleging employment discrimination. Although management claims innocence, they agree to settle out of court. The settlement requires QopyQat to pay the employee $10,000 per month for the next year.
Suppose that the price elasticity for hip replacement surgeries is 0.2. Further suppose that hip replacement surgeries are originally not covered by health insurance and that at a price of $50,000 each, 10,000 such surgeries are demanded each year..
discuss how vertical integration and repeated interactions between suppliers and producers might change the results discussed in that section. How would you model each of these?
What would be the profit for the given number of students?
office building maintenance plans call for the stripping, waxing and buffing of cereamic floor tiles. this work is contracted out to maintenance firms and both technology and labor requirements are very basic. qs=2p-20 and qd=80=2p algebraically
By engaging in the business, the students realized that they would have to give up their summer jobs. Each student made an average of $4,000 per summer. However, they believed they could keep expenses down by doing much of the research for the boo..
Estimate the equation and report your regression results - what is the marginal return to schooling? To experience?
Discuss whether economic theory and the available empirical evidence justifies high executive compensation.
Explain how this would affect the concept of factor-price equalization.
Using (13.44) and the choice of numeraire in (13.45), set up the household maximization problem in the form of the current-value Hamiltonian (derive the budget constraint explicitly). Derive the consumption Euler equation (13.46).
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