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Discussion - Assignment Example

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If you had a choice between a traditional unrestricted indemnity plan with a 10 percent copayment and a staff model HMO with no copayments, at what percentage difference in premiums (that is, 10 percent, 20 percent, 30 percent) would you be indifferent between the plans? Do…
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Download file to see previous pages... My choice of the percentage difference is a function of age and health because the two determine my choice of medical insurance plan. If I were elderly and/or sickly, I would chose a traditional unrestricted indemnity plan because it provides a patient with choice and security (Santerre and Neun 110).
2. Suppose the supply curve of medical services is perfectly inelastic. Analyze the impact of an increase in consumer income on the market price and quantity of medical services. Next, assume the demand for medical services is perfectly inelastic while the supply curve is upward sloping.
An increase in consumer income will cause an increase in demand and market price but the quantity supplied will remain unchanged because medical practitioners have no choice in supplying medical services (Santerre and Neun 115).
Prices of medical services will increase in response to increased costs of production. This will eventually in an increase in the supply of medical services. Producers always increase supplies when there is a price increment. However, there will be no change in the quantity demanded because consumers have no choice in the consumption of medical services as indicated by a perfectly inelastic demand curve (Santerre and Neun 115).
In a perfectly competitive situation, lack of information may result in high prices and low quality of a medical good. This is because price and quality of products is unknown to consumers and producers. Producers may take advantage of consumers by producing low quality products and charging high prices so as to improve their profit margins.
3. 1. Explain the difference between the explicit and implicit costs of production. Cite an example of each. Suppose you are to specify a short-run total variable cost function for a nursing home. Explain the variables you would include in the function. What is the expected relation between a change in each of these variables and short-run total variable costs?
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