Answer:
A. 8.15
Explanation:
WACC is the firm's weighted average cost for the capital that is employed from different sources which includes common equity, preferred equity and debt.
In order to calculate WACC, the weighted average cost of each capital is added, so the formula becomes:
WACC = (E x %E) + (D x (1 - Tax) x %D) + (PE x %PE)
E = Common equity
D = Debt
PE = Preferred equity
%E = Common equity / total capital
%D = Debt / total capital
%PE = Preferred equity / total capital
Tax = Tax rate
<em>Interest on debt is a tax deductible expense therefore the interest rate is taken after accounting for tax in order to calculate WACC.</em>
<u>Calculation:</u>
Using the above formula we can calculate WACC
WACC = (11.25% x 55%) + (6.5% x (1-40%) x 35%) + (6% x 10%)
WACC = 0.0815 or 8.15%
B. when you are making a career change
<span>Cash equivalents, the investments securities that are for short-term investing, and they have high credit quality and are highly liquid. Cash equivalents, also known as "cash and equivalents," are one of the three main asset classes, along with stocks and bonds. Cash equivalents also serve as one of the most important health indicators of a company's financial system.</span>
Answer:
d. Statements a and c are correct
Explanation:
The primary market is the market where for the first time the new securities such as shares, stocks, bonds, etc. are being sold to the general public or we can refer initial public offer. The initial public offer is an example of the primary market
On the other side, the secondary market is that market where the shares are bought or sold through the investors after the sale to the public at large.
<span>20% is the maximum speed up possible for this program.
For this problem, let's assign the time of 1 for the task when using a single processor. Now let's assume that we have an infinite number of processors available to handle the portion of the program that can be executed in parallel so that the execution time for that portion will be 0. That means that the total execution time with an infinite number of processors will be
1 * (0.80 + 0) = 1 * 0.80 = 0.80
So at best, the parallel program will take 80% of the time for the single threaded version. So the speed increase will be
(1 - 0.80) / 1 = 0.20/1 = 0.20 = 20%</span>