Answer:
a)
Cost of debt (after tax) = 5.4%
Cost of preferred stock (
) = 10.53%
Cost of common stock (
) = 16.18%
b)
WACC = 14%
c)
project 1 and project 2
Explanation:
Given that:
Debt rate (
) = 9% = 0.09
Tax rate (T) = 40% = 0.4
Dividend per share (
) = $6
Price per share (
) = $57
Common stock price (
)= $39
Expected dividend (
) = $4.75
Growth rate (g) = 4% = 0.04
The target capital structure consists of 75% common stock (
), 15% debt (
), and 10% preferred stock (
)
a)
Cost of debt (after tax) =`
Cost of debt (after tax) = 5.4%
Cost of preferred stock (
) =
= 10.53%
= 10.53%
Cost of common stock (
) =
= 16.18%
b)

WACC = 14%
c) Only projects with expected returns that exceed WACC will be accepted. Therefore only project 1 and project 2 would be accepted
Answer:
Bad debt expense (w/o allowance) = $2,875
Bad debt expense ( with allowance) = $2,675.
Explanation:
According to the scenario, the given data are as follows:
Net credit sales = $115,000
Uncollectible percentage = 2.5%
So, we can calculate the bad debt expense without Allowance for doubtful accounts by using following method:
Bad debt expense ( W/o allowance) = $115,000 × 2.5%
= $2,875
After Allowance for doubtful expense
Bad debt expense = $2,875 - $200
= $2,675
Answer:
Basis risk for the future contract is 0.65%
Explanation:
Basis risk is the difference in spot price and future price of an hedged asset. It is the difference between the price price of an hedged asset and price of the asset serving as the hedge.
Basis risk = Futures price of contract − Spot price of hedged asset
Basis Risk = Future IMM index - Spot IMM index
Basis risk = 95.75% - 95.10%
Basis risk = 0.65%
Answer:
11.23%
Explanation:
Arithmetic return = Total return/Total time period
6% = (14% + 17% - 1% + x%) / 4
(6%*4) =30% + x
24% = 30% + x
x = (24% - 30%)
x = -6%
<em>For the standard deviation, we need to use </em><u><em>stdev.s function</em></u><em> in Ms Excel</em>
Standard deviation = stdev.s (14%,17%,-1%,-6%)
Standard deviation = 0.112249722
Standard deviation = 11.23%
So, the standard deviation of the stock's returns for the four-year period is 11.23%.