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A. Determine the effect of mandated health insurance profits be on the labor if the employees do not place any value on the benefits? What if they do place value on the benefits?
B. What are five policies for Medicare and what goals does each address?
C. Describe the problem presented by selection bias for research on the effects of HMOs?
D. Describe Medicare and Medicaid in terms of services, financing, reimbursement, and those covered. What is the effect on taxpayers for these services?
Recall from introductory economics that an raise of $1 in government spending may raise GDP through more than $1. The exact value by which GDP goes up is multiplier.
Design a simple econometric research project
Determine when a competitively produced product generates negative externalities in production, the industry will,
When disparities exist from census information, housing starts data and other research data when seeking for information to help with predicting the power tool market
The prices of five computer stocks increased by 37.2 percent, 1,140.0 percent, 2.7 percent, 842.0 percent and 0.95 percent, respectively since 1990.
The following table is the pay off matrix for zero sum game. Estimate the each players dominated strategy of the following zero sum game?
What is economics system? What are the types of economics system? Briefly explain each type of economics system by giving examples of nations that are close to each type
A student is taking two courses, history & math. The probability the student will pass in the history course is .60 and math is .70. The probability of passing both is .50.
M-commerce also known as mobile commerce is being lumped in with several strategic internet plans. Explain some of the industries that are likely to use mobile commerce and how it is working for them.
The joint probability distribution on the returns of two securities X and Y is demonstrate in the table below.
The Australian government administers two programs that affect the market for cigarettes.
Scores of high school students on a national mathematics exam in Egypt were normally distributed with a mean of 86 and a standard deviation of 4.
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