MANKIW: PRINCIPLES OF MICROECONOMICS
8th Edition
ISBN: 9781337801775
Author: Mankiw
Publisher: CENGAGE L
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Chapter 22.1, Problem 1QQ
To determine
Problem ofmoral hazard and adverse selection.
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If people get higher pay from their insurance than their premiums, will this increase or decrease the death rate of average person? Is this example of moral hazard or adverse selection? How will the insurance company deal with this problem ?
What are some strategies for reducing adverse selection in insurance markets? What sorts of problems do these solutions cause?
Distinguish between adverse selection and moral hazard as they relate to the insurance industry.
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MANKIW: PRINCIPLES OF MICROECONOMICS
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- How does moral hazard issue affect the health care market in Hong Kong? Suggest possible remedies to alleviate the problems.arrow_forwardName two solutions to adverse selection in insurance and explain how they work.arrow_forwardWhat is the significance when it comes to moral hazard to show it's efficient function of a medical market?arrow_forward
- Describe the challenges that adverseselection and moral hazard pose for insurance.arrow_forwardJenny believes that the unwillingness to buy insurance by young healthy people creates a moral hazard problem for health insurance companies. Diego disagrees, and believes that their unwillingness to buy health insurance creates an adverse selection problem. Who is right? Explain.arrow_forwardBriefly explain what it means for information to be asymmetric. a. What is Moral Hazard? b. Identify and briefly explain three methods that insurance companies could use to off-set the moral hazard associated with their industry. c. What is Adverse Selection?arrow_forward
- Suppose an individual saves as precaution against adverse events, like unemployment. This is an example of a-adverse selection b-self-insurance c-adverse saving d-moral hazardarrow_forwardSuppose that a person's utility function is the square root of wealth. Suppose the person earns $100,000 per year. He or she has an illness with a probability of 0.2, and the cost of the treatment is $30,000. Would the person pay $6,000 for insurance? Why or why not? What is the most this person would pay to be insured (hint: equate expected utility to utility with certainty)? Suppose their utility function changed to wealth squared (hint: are they now risk averse?). Would they pay $6,000 for insurance? Why or why not?arrow_forwardDifferentiate between adverse selection and moral hazard problems with one examplesarrow_forward
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