Answer:
pat should drive if saving half an hour is worth $0.50 or more
Explanation:
Marginal cost is the additional cost generated by producing an additional unit of output.
Marginal cost of taking the bus = 1 / 2 = 0.50
Marginal utility is the additional utility derived from consuming one more unit of a good
Marginal utility per good = marginal utility / price of the good
Pat should take the action that would yield him the highest utility given the marginal cost
So,pat should drive if saving half an hour is worth $0.50 or more
Answer:
The answer is $ 200,000
Explanation:
The net income reported by Goodman Auto for the year was,$475,000 - $275,000 = $ 200,000.
The net income is difference between revenue earned by the company and expenses incurred in order to earn this revenue. In the problem goodman auto revenue is equal to 475,000 and expense are 275,000. So the difference between 475,000 and 275,000 will be reported as net income.
Answer:
The present value is $0.86.-
Explanation:
Giving the following information:
Future Value (FV)= $1
Number of periods (n)= 3 years
Interest rate (i)= 5% = 0.05
<u>To calculate the present value (PV), we need to use the following formula:</u>
PV= FV/(1+i)^n
PV= 1/(1.05^3)
PV= $0.8634
The present value is $0.86.-
Based on the amount covered and the amount withdrawn, we can calculate that Boba's annual health insurance premium is<u> $6,256.88</u>
First find the total amount withheld from Boba in a year:
= 185.30 x 26
= $4,817.80
Boba's employer covers 23% of his insurance so the amount withdrawn is 77% of the insurance.
The annual insurance is therefore:
<em>= Boba's share / Percentage paid by Boba</em>
= 4,817.80 / 77%
= $6,256.88
In conclusion, the annual premium is $6,256.88
<em>Find out more about </em><em>insurance premiums </em><em>at brainly.com/question/3757928. </em>
Answer:
The portfolio's alpha is - 0.15%
Explanation:
For computing the portfolio's alpha, first, we have to compute the expected rate of return. The formula is shown below:
Expected rate of return = Risk free rate of return + Beta × (realized rate of return - free rate of return)
= 7% + 1.15 × (12% - 7%)
= 7% + 1.15 × 5%
= 7% + 5.75%
= 12.75%
Now the portfolio alpha equal to
= Expected rate of return - portfolio realized rate of return
= 12.75% - 12.6%
= - 0.15%
