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In each of the following, solve the given quadratic equation exactly using the quadratic formula. Write the solutions in its simplest form. Using a calculator, determine all irrational solutions to the nearest thousandth.
Data on historical national health expenditures
Determine the expected signs of the various coefficients and explain your reasoning.
Suppose the store's loading dock faces the entrance of a campus building and the discarded boxes and paper (till they are cleaned out at a particular time of the day) generates a negative externality on the students. The marginal cost due to exter..
Find the sample correlation coefficient between X and Y. How would you decide if a simple linear regression model is appropriate for the relationship between X and Y
A few years ago, a construction manager earning $70,000 per year working for a regional home builder decided to open his own home building company. He took $100,000 out of one of his investment accounts that had been earning around 6%
A firm currently uses 50,000 workers to produce 200,000 units of output per day. The daily wage per worker is $80, and the price of the firm's output is $25. The cot of other variable inputs is $400,000 per day. Assume that total fixed cost equals..
Suppose that P = $150 and Q = 1500 in an industry that has Demand and Supply functions of P = 210 - 0.04Q and P = 60 + 0.06Q. What is the change in producer surplus if an increase in Demand increases equilibrium P to $180 and equilibrium Q to 2000
what is central planning? Can central planning work? In the theory central planning is equivalent to markets but in practice it can not possibly work? What is meant by taut planning it can fully explain the problems of poor firm performance encoun..
Part of the policy response to the crisis was an extension of the length of time that an unemployed worker could receive unemployment benefits. How would you predict this change would affect the proportion of those unemployed more than six months?
A college student is considering whether to operate a lawn-mowing business for the summer or work in a business owned by his family. His time is worth $w1 per our and he can work as many hours as he chooses in the family business at this rate.
Discuss informally how the analysis and the results would be modified if new products were produced using a combination of labor and capital.
Show that income per capita is always higher in country 2 than in country 1.
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