Answer:
WACC= 17.95%
Explanation:
Weighted average cost of capital is the average cost of all of the long-term types of finance used by a company weighted according to the that amount of finance used in relation to the total pool of fund.
It is calculated using the formula below:
WACC = (We×Ke) + (Wd×Kd)
Ke-cost of equity- 22%
We- equity weight- 100% - 45% = 55%
Kd-After tax cost of debt-10.3%
Wd- 45%
After tax cost of debt = Before tax ×× (1- tax rate)
After tax cost of debt = 13%× (1-0.21) = 10.3%
Cost of equity = 22%
WACC =(0.55× 22%) + (0.45× 13%)=17.95%
WACC= 17.95%
Archer has been using BMW's marketing Web site. This is a <u>true</u> statement.
<u>Explanation</u>:
A website is a collection of web pages that provides content related to the search. Many businesses have separate website for featuring and selling their product.
In the above scenario, Stephanie was surfing marketing website of the BMW Company. She wishes to purchase a BMW convertible car. So she was saving money to purchase it. Stephanie spent many hours on the BMW website to study about the various options and models available in the car. She was also choosing the interior and exterior colors of the car.
Answer:
d. makes an adjusting journal entry by debiting Cost of Goods Sold for $1,200 and crediting Manufacturing Overhead for $1,200.
Explanation:
The debit balance of $1,200 in the Manufacturing Overhead account represents under-applied overhead. To ensure that the Cost of Goods Sold is accurate, the debit balance is debited to the Cost of Goods Sold while the corresponding credit goes to the Manufacturing Overhead account.
Answer:
Ans. The value of investment after 2 years is $3,155.51
Explanation:
Hi, first we need toconvert that 9.80 percent, compounded quarterly into an effective quarterly rate, that is just by dividing by 4, since there are 4 quarters in a year, that is:
r(effective quarterly)= 9.8%/4 =2.45%
Now, since the rate is effective quarterly, the periods (time of the invesmet) has to be in quarters, so we multiply 2 years by 4 and we get 8 quarters.
With all the above information, we can go ahead and use the following formula in order to find the future value of this investment.
It should all look like this.
So, the future value of this investment is $3,155.51
Best of luck.