Answer:
Choose CareCo.
Explanation:
Given : CareCo offers a generous health insurance package to all employees. ApathyInc pays slightly higher wages than CareCo, but does not offer health insurance.
A person who is unhealthy & expects to have high healthcare expenses : would have issues having direct health insurance from an insurer, based on high risk evaluation. Even if by chance, he/ she gets, it will be at extremely high price i.e premium rates & is likely to have less coverage. So, the person rationally would prefer to protect himself / herself from this huge health expenditure risk, & would protect self & family from catastrophic health costs. He / she would do so by choosing to work for Care Co, which gives generous health insurance to all its employees, by sacrifising higher salary by Apathy giving no health insurance. He/ she is logical as the wage differential is likely to be less than catastrophic health costs
Answer:
Mortgage, 20%, 80%
Explanation:
Typically required on Mortgage loans when the down payment is less than 20% and loan-to-value ratio is in excess of 80%. Loans with higher LTVs don't conform to Fannie Mae/Freddie Mac guidelines, so a lender may require PMI to offset the risk.
Answer:
the market value of the property is $628,300
Explanation:
The computation of the market value of the property is shown below;
Gross rent $10,000 × 12= $120,000
Now
= $120,000 × .92 (occupancy rate)
= $110,400
After that
= $110,400 - $47,570
= $62,830
And ,finally the market value of the property is
= $62,830 ÷ 0.10
= $628,300
hence, the market value of the property is $628,300
Answer:
$0.25
Explanation:
The marginal cost of the sixth pencil is given by the difference in total cost of purchasing 6 pencils from the cost of purchasing 5 pencils. That is, the change in cost caused by the addition of the sixth unit of output:
The marginal cost of the sixth pencil is $0.25
In simple interest, the interest rate is
i=(10500-9000)/9000=16.67%
In compound interest, compounded monthly,
10500=9000(1+i/12)^12
=>
APR=12(10500/9000)^(1/12)-1
=11.155%
(effective interest is still 16.67%)