I do not need the graph, just help with the explanation. Thank you:) A tax on healthy people. Consider the basic Rothschild-Stiglitz model with asymmetric information and robust and frail customers. Suppose the government imposes a Wellness Tax τ > 0, on robust and frail types but collects on this tax only when they are healthy (that is, there is no tax if they turn out to be sick). Will a separating equilibrium still be possible? Draw a version of the Rothschild-Stiglitz diagram to support your answer.
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I do not need the graph, just help with the explanation. Thank you:)
A tax on healthy people. Consider the basic Rothschild-Stiglitz model with asymmetric information and robust and frail customers.
- Suppose the government imposes a Wellness Tax τ > 0, on robust and frail types but collects on this tax only when they are healthy (that is, there is no tax if they turn out to be sick). Will a separating equilibrium still be possible? Draw a version of the Rothschild-Stiglitz diagram to support your answer.
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- 10. Consider the following figure of the Rothschild-Stiglitz model: Sick ZPL L ZPL H A B H E Healthy a) Is (A, B) a separating or pooling equilibrium? b) Suppose the economy has 90% low risk types and 10% high risk types. Draw the average zero profit line. c) What happens to the contract (A, B)? Explain why.Suppose the government imposes a Wellness Tax τ > 0, on robust and frail types but collects on this tax only when they are healthy (that is, there is no tax if they turn out to be sick). Will a separating equilibrium still be possible? Draw a version of the Rothschild-Stiglitz diagram to support your answerSuppose that there are two countries, Beta and Gamma. Suppose further that everyone in country Beta is on Insurance B and everyone in country Gamma is on Insurance G. Suppose further that both governments use government-set price controls. In 2005, country Beta decided to change the reimbursement rate for pharmaceuticals, but country Gamma did not make this change. You, a researcher, want to study the effect of offering coverage for this drug had an impact on health expenditures. You have average health expenditures for State Beta and Gamma prior to 2005 and post-2005. Using the information in the table below, a quick difference-in-difference calculation suggests covering this drug ____ health expenditures by approximately ____. State Time Periods Pre-2005 Post-2005 State Beta $1000 $1400 State Gamma $1500 $1700 a. decreased; $400 b. increased; $200 c. increased; $400 d. decreased; $200
- Suppose that there are two countries, Beta and Gamma. Suppose further that everyone in country Beta is on Insurance B and everyone in country Gamma is on Insurance G. Suppose further that both governments use government-set price controls. In 2005, country Beta decided to change the reimbursement rate for pharmaceuticals, but country Gamma did not make this change. You, a researcher, want to study the effect of offering coverage for this drug had an impact on health expenditures. You have average health expenditures for State Beta and Gamma prior to 2005 and post-2005. Using your finding from the question above, you can infer that country Beta likely _____ reimbursement rates for pharmaceutical drugs. State Time Periods Pre-2005 Post-2005 State Beta $1000 $1400 State Gamma $1500 $1700 a. lower b. did not change c. raisedSuppose you have an insurance plan in which you pay the market price for medical care until you meet a deductible of $1,000, after which you have a coinsurance rate of .20. Answer parts a and b assuming your inverse demand curve for medical care is P = 400 – 10Q and the market price for medical care is $200 per unit.a) Graph the price line and your demand curve. On the graph, label the values of the x and y intercepts of the demand curve, the quantity where you meet the deductible, the horizontal sections of the price line, and the point(s) where the demand curve intersects the price line.b) Find the number of units of medical care that you will demand. Show all calculations that youperformed in your analysis.Consider a market for health insurance similar to the one below. Image attached Suppose individuals have different health levels H, where H is distributed uniformly between 0 and 9. The marginal cost of medical care depends on an individual’s health H, and is characterized by the function MC=1000+1000*H (notice that a higher value of H corresponds to a sicker person, with higher marginal costs, so the left edge of the graph corresponds to the sickest person with H=9, and the right edge of the graph corresponds to the healthiest person with H=0). Individuals are risk averse, there is a single insurance plan available for purchase (as in the Akerlof model, NOT the R-S model), and individuals have utility functions for this insurance plan that result in a risk premium equal to RP=1000*H. Now suppose an individual insurance mandate is imposed that forces all consumers to purchase insurance or else pay a tax of $3000. a) What will the insurance mandate do to the equilibrium price of…
- Suppose that in the fictional country ASU in 2012, a mandate was passed where everyone between the ages of 23-25 will receive health insurance at a discounted rate, while individuals aged 27-29 were not impacted by this policy. You, a researcher, want to study the effect of offering discounted health insurance coverage on the use of mental health services. You have data on the average number of visits for these two age groups over time. Using the information in the table below, a quick difference-in-difference calculation suggests that the mandate led to Time Periods Age group Avg. Avg. Number of Number of visits visits Pre-2012. Post-2012 23 to 25 2.3 27 to 29 2.5 approximately 0.3 more visits. approximately 0.7 more visits. approximately 0.4 fewer visits. approximately 0.7 fewer visits. approximately 0.3 fewer visits. 020202 337 SUCHARY 3.0 2.9 P 1302 126 70 5572 25 20120822 2012 CSuppose that there are two countries, Beta and Gamma. Suppose further that everyone in country Beta is on Insurance B and everyone in country Gamma is on Insurance G. Suppose further that both governments use government-set price controls. In 2005, country Beta decided to change the reimbursement rate for pharmaceuticals, but country Gamma did not make this change. You, a researcher. want to study the effect of offering coverage for this drug had an impact on health expenditures. You have average health expenditures for State Beta and Gamma prior to 2005 and post-2005. Using the information in the table below, a quick difference-in-difference calculation suggests covering this drug health expenditures by approximately. Time Periods Pre-2005 Post-2005 $1000 $1400 $1500 $1700 State State Beta State Gamma decreased: $400 increased; $200 decreased: $200 increased; $400While it may seem intuitively obvious that health expenditures will increase as a population ages – older people after all are less healthy on average than younger people in fact, several prominent health economists have argued that it is not aging per se, but rather some of the correlates of an aging population that cause health expenditures to rise as a population ages. For instance, Getzen (1992) argues that, at least in part, rising health expenditures with an aging population are due to the higher incomes and resources of the older population; health care is a normal good, so higher incomes lead to higher expenditures. In a similar manner, Zweifel et al. (1999) argue that the real problem with an aging population, at least as far as health care costs are concerned, is that there will be more people who are within a couple of years of dying. Since health care expenditures rise sharply close to the end of life, it is this, rather than population aging by itself, that leads to higher…
- True or false? According to the Grossman model, if a new drug were discovered that eliminated the steady deterioration of health that accompanies aging – but does not eliminate sudden events like heart attacks or being hit by a bus – then the demand for jelly donuts, french fries, and physical activity in the presence of buses would decline. Justify your answer.Consider that you want to apply the difference-in-differences approach to evaluate the Health Insurance Subsidy Program (HISP). In this scenario, you have two rounds of data on two groups of households: one group that enrolled in the program, and another that did not. You know that you cannot compare the average health expenditures of the two groups because of selection bias, thus you decide to compare change in health expenditures as follows: Table 7.2 Evaluating HISP: Difference-in-Differences Comparison of Means After Before (baseline) (follow-up) Difference Enrolled 7.84 14.49 -6.65 Nonenrolled 22.30 20.79 1.51 Difference DD = -6.65 – 1.51 = -8.16 Note: The table presents mean household health expenditures (in dollars) for enrolled and nonenrolled households, before and after the introduction of HISP. How should you interpret this difference ($USD -8.16)? What are the basic assumptions required to accept this result from difference-in-differences?In what sense is the individual considered a “producer” of health in the Grossman model?