To solve for the semimonthly payments on Max's insurance cost:
Annual insurance rate: $11,700
Employer pays 60%
What is Max's amount to pay?
(11,700)(.60) = $7,020
Max's employer pays $7,020
Max pays $4,680 (11,700-7,020)
If Max pay's $4,680 a year and we want to know but he pays semimonthly, or twice a month then we need to divide his annual payment by 24 since there are 12 months and he pays twice a month.
($4,680/24)= $195
Max pays $195 semimonthly for his insurance.
Answer: a
Explanation:
Opportunity costs represent the benefits an individual, investor or business misses out on when choosing one alternative over another. While financial reports do not show opportunity cost, business owners can use it to make educated decisions when they have multiple options before them.
Because by definition they are unseen, opportunity costs can be easily overlooked if one is not careful. Understanding the potential missed opportunities foregone by choosing one investment over another allows for better decision-making.
Opportunity cost analysis also plays a crucial role in determining a business's capital structure. While both debt and equity require expense to compensate lenders and shareholders for the risk of investment, each also carries an opportunity cost. Funds used to make payments on loans, for example, are not being invested in stocks or bonds, which offer the potential for investment income. The company must decide if the expansion made by the leveraging power of debt will generate greater profits than it could make through investments.
Answer:
She should invest $300,000 in Project A, and $200,000 in Project B.
Explanation:
Solution
Since Project B yields a higher return, she should invest as much money as possible in it, which is 40% of the total investment or
or (0.40)($500,000) = $200,000
so
The remaining $500,000 - $200,000 = $300,000 should be invested in Project A.
Therefore, she should invest $300,000 in Project A, and $200,000 in Project B.
From the data given above, the investor required rate of return on the firm's stock is 10% and is equal to $4,75 that is expected to be paid each year.
If $4.75 = 10%, then the price of the stock which is 100% will be equal to $4,75 * 10= $47.50.
Therefore, the current price of the stock is $47.50.
It would take by my calculations around 16 yrs but that is just an hypothesis
<span />
