Answer:
Expected return on equity is 11.33%
Explanation:
Using Weighted Average Cost Capital without tax formula, overall rate of return is given by the formula:
WACC=(Ke*E/V)+(Kd*D/V)
Kd is the cost of debt at 6%
Ke is the cost of equity at 12%
D/E=1/2 which means debt is 1 and equity is 2
D/V=debt/debt+equity=1/1+2=1/3
E/V=equity/debt+equity=2/1+2=2/3
WACC=(12%*2/3)+(6%*1/3)
WACC=10%
If the firm reduces debt-equity ratio to 1/3,1 is for debt 3 is for equity
D/V=debt/debt+equity=1/1+3=1/4
E/V=equity/debt+equity=3/1+3=3/4
WACC=10%
10%=(Ke*3/4)+(6%*1/4)
10%=(Ke*3/4)+1.5%
10%-1.5%=Ke*3/4
8.5%=Ke*3/4
8.5%=3Ke/4
8.5%*4=3 Ke
34%=3 Ke
Ke=34%/3
Ke=11.33%
The project must demonstrate,
one, the problem you are trying to solve. Two, the solution of the problem, how
innovative it is and compelling. Three, what did you learn throughout the
project. Four, accuracy of the conclusion of the project. And lastly, how were
you able to effectively present and demonstrate the project to your audience.
Answer: $86,235
Explanation:
Use Excel or a financial calculator to calculate the bond price.
As the interest is payable semiannually, the relevant variables are:
Coupon = 10% * 100,000 * 1/2 years = $5,000
Yield = 12% / 2 = 6%
Number of periods = 15 years * 2 = 30 semi annual periods
Bond price = $86,235
Answer:
C. yes, she still makes a profit by selling the 3-color application.
Explanation:
As for the information provided,
Cost for 1 color pin striping job = $35
Cost for three color pin striping job accordingly = $35
3 = $105
Price charged for pin striping is as follows:
For 1 color = $95
For 3 colors = $175
Even on 3 color striping there is a profit of $70, thus, it should be sold.
As there is no loss, although the profit margin is decreased as a percentage of cost when compare to margin on 1 color pin striping.
Thus, correct option is Statement C.
Answer:
$0.7577
Explanation:
The computation of the finance charge is shown below:
Finance charge = The account balance × monthly rate
where,
The account balance = $50.51
Monthly rate = 18% ÷ 12 months = 0.015
So, the finance charge is
= $50.51 × 0.015
= $0.7577
We simply multiplied the account balance with the monthly rate so that the finance charge could come
All other information is not relevant. Hence, ignored it