Answer:
The correct answer is a. the range of variation.
Explanation:
The Range is the interval between the maximum value and the minimum value; Therefore, share units with the data. It allows to obtain an idea of the dispersion of the data, the greater the range, the more dispersed the data (without considering the affectation of the extreme values). The range is also called amplitude or travel.
The highest price for the stock is $22.00.
<u>Explanation</u>:
<u>Given</u>:
- Hallowell Inc has a free cash flow of $2.5 million and 1.25 million shares.
- The cash flow ratio for the company is 11.
<u>Solution</u>:
For one stock the cash flow ratio is 11.
Then the highest price we should pay is $22.00.
So we should pay $22.00 for one stock.
Therefore the highest price we should pay for the stock is $22.00
Answer:
d.
Explanation:
The relevant WACC can change depending on the amount of funds a firm raises during a given year. Moreover, the WACC at each level of funds raised is a weighted average of the marginal costs of each capital component, with the weights based on the firm's target capital structure.
The weighted average cost of capital is the rate that a company is expected to pay on average to all its security holders to finance its assets.
<span>Customers' expectations are based on their experiences. if a customer expects his hotel room to be ready when he arrives, but encounters a wait because it is not prepared, this reflects a knowledge gap on the part of the hotel because it did not understand the customer's expectations.
The knowledge gap explains that there are discrepancies that can be made when someone is unsure of another persons expectations. This is common and normal, human error exists. The best thing someone can do moving forward is ask more question to be better prepared but often times, it was not communicated to the appropriate person correctly. </span>
Answer:
there are no options listed, but the answer should be $592.91 or the closest option
Explanation:
this is an ordinary annuity and in order to calculate the monthly payment you can use the present value of an annuity formula:
present value = monthly payment x PV annuity factor
monthly payment = present value / PV annuity factor
- present value = $27,500 - $2,500 (rebate) = $25,000
- PV annuity factor (0.541667%, 48 periods) = 42.16421
monthly payment = $25,000 / 42.16421 = $592.91
