Health Economics
Health Economics
14th Edition
ISBN: 9781137029966
Author: Jay Bhattacharya
Publisher: SPRINGER NATURE CUSTOMER SERVICE
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Chapter 3, Problem 2E
To determine

Check whether the statement is true or false.

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Indicate whether the statement is true or false, and justify your answer.In real life, investments in health can generate long-lasting benefits, but the Grossman model neglects this aspect of health.
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 C
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?
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