<span>You can provide cheaper bottled water, therefore giving customers an option for cheaper water. You can heavily market in your area in order to get the word out as well.</span>
Answer:
Add $45 to the book balance.
Explanation:
This is a transposition error which is an example of error of original entry. A transposition error occurs when the figures are posted in the wrong order, while an error original entry occurs when a wrong amount is entered into the right account. This kind of error usually causes discrepancy between the bank balance and the book balance.
To correct this error in the question, we first find the difference between the right amount and the wrong amount as follows:
Difference = Right amount – Wrong amount = $272 - $227 = $45
Therefore, the difference of $45 will be added to the book balance to bring it into an agreement with the bank treatment as follows:
Bank correct treatment = $272
New book treatment = Wrong amount + Difference = $227 + $45 = $272
It can now be seen that both posting are now in agreement after the correction.
Answer:
C) unstructured interviews
Explanation:
An unstructured interview is generally more informal and doesn't follow a defined structure, pattern or script. Generally the interviewer is allowed to determine how many questions he/she will ask to the candidate depending on the answers given previously. The interviewer might also decide to use other types of methods, like completing a process or solving a problem which varies from one candidate to another.
Answer:
20.1%
Explanation:
In capital asset prcing model (CAPM), cost of equity (or cost of retained earnings in this context) is calculated as below:
<em>Cost of equity = risk-free rate of return + beta x (market index return - risk-free rate of return)</em>
Please note that <em>(market index return - risk-free rate of return)</em> is equal to <em>market risk premium</em>
Putting all the number together, we have:
Cost of equity/retained earnings = 2.5% + 2.2 x 8% = 20.1%
<em>Note: The dividend growth rate, tax rate & stock standard deviation is not relevant in answering the question.</em>
