EBK HEALTH ECONOMICS AND POLICY
EBK HEALTH ECONOMICS AND POLICY
7th Edition
ISBN: 9781337668279
Author: Henderson
Publisher: YUZU
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Chapter 13, Problem 4QAP
To determine

The viewpoint on the ideology that a free market mechanism is more efficient than a market with government intervention in relation to medical care services.

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Suppose the government sets the maximum price for a normal doctor's visit at $20, but the current market price is $40. As a result of this government action, doctors will see: more patients. the same number of patients. fewer patients.
A consumer’s demand for a medical service is as follows:   Q = 100 - PP   where PP is the out-of-pocket price she actually faces. She is considering four different insurance options: uninsurance, full insurance, a 50% coinsurance plan, and a copayment plan with a $25 copay.   Assume this service has a list price of PL = $70. Calculate Q under each insurance plan.       Calculate the amount of social loss under each insurance plan.         Derive a general expression for social loss as a function of x and PL, where x is the copay amount under a copayment plan. For simplicity’s sake, assume x < PL.       Derive a general expression for social loss as a function of y and PL, where y is the coinsurance rate.
Moral hazard creates tradeoffs that complicate insurance design and policy choices. Imagine a linear demand curve for outpatient clinician visits, and assume at $100 per visit there would be 50,000 annual visits to a particular urban clinic. A politician would like to be popular, and proposes making clinic visits free (zero price). You know, as the city's staff health economist, that if this were to happen, the number of visits would rise to 75,000. Your job is to testify before the city council, and answer at least two questions: how much social welfare loss from moral hazard would occur; and how much tax money must be raised to finance clinic services if visits were made completely free? a. $2,500,000; $15,000,000 b. $5,000,000; $30,000,000 c. $1,250,000; $7,500,000 d. $3,750,000; $22,500,000
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