Answer:
The slope of the CML = (13% - 7%)/25% = 0.24
Explanation:
Given that:
expected rate of return of 17%
standard deviation of 27%.
The T-bill rate is 7%.
You estimate that a passive portfolio invested to mimic the S&P 500 stock index yields an expected rate of return of 13% with a standard deviation of 25%.
The slope of the CML is
Slope of the CML = (Expected return of Market - Risk free return)/Standard deviation of market
The slope of the CML = (13% - 7%)/25% = 0.24
= (0.13 - 0.07) /0.25
= 0.24
Answer:
$30,604
Explanation:
The computation of the interest expense for the year 2020 is as follows:
2019 interest expense is
= Equipment amount × rate of interest
= $311,967 × 9%
= $28,077
The Dec 31 2019 liability of book value is
= $311,967 + $28,077
= $340,044
Now the interest expense for the year 2020 is
= $340,044 × 0.09
= $30,604
Answer:
<u>Contribution Margin Statement</u>
Sales revenue ($100 x 980) $98,000
Less Variable costs:
cost of goods sold ($58 x 980) $56,840
Commissions expense ($5 x 980) $4,900
Shipping expense ($3 x 980) <u>$2,940</u>
<u>$64,680</u>
Gross margin $33,320
Less Fixed costs:
Salaries expense $7,900
Advertising expense <u>$5,800</u>
<u>$13,700</u>
Net Profit <u>$19,620</u>
Answer:
The company WACC is 13.30%
Explanation:
For computing the WACC, first we have to find the weight-age of both debt and equity.
Since in the question, the weightage of debt and equity is given which is equals to
Debt = 30%
And, Equity or common stock = 70%
So, we can easily compute the WACC. The formula is shown below
= Weighted of debt × cost of debt × (1- tax rate) + Weighted of equity × cost of equity
= 0.30 × 0.10 × (1 - 0.30) + 0.70 × 0.16
= 0.021 + 0.112
= 13.30%
Hence, the company WACC is 13.30%