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seropon [69]
3 years ago
7

Both Nadia and Samantha are applying to insure their car against theft. Nadia lives in a secure neighborhood, where the probabil

ity of theft is 10%. Samantha lives in a lesser secure neighborhood where the probability of theft is 25%. Both Nadia and Samantha own cars worth $10,000, and are willing to pay $100 over expected loss for insurance.
1. How much would Nadia be willing to pay for the insurance?
2. How much would Samantha be willing to pay for the insurance?
3. Suppose the insurance company cannot tell them apart but expects them to be different values and charges them an average premium of $1850. Who is more likely to buy this insurance?
4. Suppose the insurance company cannot tell them apart but expects them to be different values and charges them an average premium of $1850. How much profit would it make?
5. If the insurance company can correctly anticipate the adverse selection, what premiums should it charge??
6. If the insurance company can correctly anticipate the adverse selection, who would be insured?
Business
1 answer:
Ivanshal [37]3 years ago
6 0

Answer:

i dont lknow like

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Government policies that heavily tax some activities while subsidizing others and that fix or control interest rates will result
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Andy, a salesperson for Fashion Seal Uniforms, tells the owner of a retirement home about the importance of caregivers having cl
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3 0
3 years ago
Suppose the civilian noninstitutionalized working age population is 35.9 million in Laborland, 4.6 million are working part time
frozen [14]

Answer:

The answers are:

A) 25.23 million people

B) 70.28%

C) 4.92 million people

D) 19.50%

Explanation:

Laborland's total labor force can be calculated by adding those who are employed and those who are unemployed but were searching for a job during the last month.

  • 4.6 million (part-time employed) + 15.71 million (full-time employed) + 3.2 million (looked for a job two weeks ago) + 1.72 million (looked for a job between two and four weeks ago) = 25.23 million people

Laborland's labor force participation rate can be calculated by dividing the labor force by the total population.

  • (25.23 million / 35.9 million) x 100% = 70.28%

Laborland's total unemployed can be calculated by adding the number of people without a job that searched for a job during the last month.

  • 3.2 million + 1.72 million = 4.92 million people

Laborland's unemployment rate can be calculated by dividing the total number of unemployed people by the total work force.

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