Answer:
The correct answer for option (a) is 28.29% and for option (B) is 2.65%.
Explanation:
According to the scenario, the given data are as follows:
Initial price = $117
Ending price = $147
Dividend = $3.10
(a) We can calculate the Total return percentage by using following formula:
Total return percentage = ( Ending Price - Initial Price + Dividend) ÷ Initial Price
By putting the value, we get
Total return percentage = ( $147 - $117 + $3.10) ÷ ( $117)
= 28.29% (approx).
(b). we can calculate the dividend yield by using following formula:
Dividend Yield = Dividend ÷ Initial Price
By putting the value, we get
Dividend Yield = $3.10 ÷ $117
= 2.65%
Answer: The correct answer is the first statement.
Explanation: Marginal revenue product measures the amount by wich the extra production of one more worker increases a firm's total revenue.
<u>It is an economic term used to describe the change in total income that results from a unit change of one type of input variable. There are many types of input variables that you can change, such as adding an employee or a new machine.</u>
Answer:
$11,977
Explanation:
The difference between the balance of the total checks written and balance of the total checks presented for withdrawal gives the amount outstanding.
As such, amount of outstanding checks at the end of December is the net of the balance of the checks written in November and December and the balance of the checks presented in the same period.
This is
= $43300 + $59239 - $39630 - $50932
= $11,977
Answer:
Free-Rein Leadership Style
Explanation:
Check
Answer:
57.8$
Explanation:
Here we know that:
- One trip to work averages 14 miles
- Therefore, one return trip home-work averages 14*2=28 miles
- You work 20 days per month
So, the average number of miles per month is:

Then, we also know that the car averages 28 miles per gallon; this means that the number of gallons consumed on average in 1 month is equal to the average number of miles (560) divided by 28:

So, 20 gallons per month.
Finally, we know that the cost of the gas is 2.89$/gallon. Therefore, the average total cost per month is equal to the average number of gallons per month (20) times the cost per gallon:
