Answer:
WACC = 0.16637 OR 16.637%
Explanation:
WACC or weighted average cost of capital is the cost of a firm's capital structure which can comprise of debt, preferred stock and common equity. The WACC for a firm with only debt and common equity can be calculated as follows,
WACC = wD * rD * (1-tax rate) + wE * rE
Where,
- w represents the weight of each component based on market value in the capital structure
- r represents the cost of each component
- D and E represents debt and equity respectively
To calculate WACC, we first need to calculate the Market value an cost of equity.
The market value of equity = 30 million shares * $40 per share
MV of equity = $1200 million
The cost of equity can be found using the formula for Price today (P0) under constant growth model of DDM.
P0 = D1 / (r - g)
40 = 4 / (r - 0.07)
40 * (r - 0.07) = 4
40r - 2.8 = 4
40r = 4+2.8
r = 6.8 / 40
r = 0.17 or 17%
MV of debt = 40 million * 96.5% => $38.6 million
Total MV of capital structure = 38.6 + 1200 = 1238.6 million
WACC = 38.6/1238.6 * 0.08 * (1-0.33) + 1200/1238.6 * 0.17
WACC = 0.16637 OR 16.637%
Answer:
marriages, fishing, hunting, and dogs
Explanation:
Answer:
$10,534
Explanation:
Net purchases before discount = $11,600 - $2,080 = $9,520
Since the company paid before 10 days, it takes 3% discount as follows:
Discount = $9,520 * 3% = 9,234.40 = $285.60
Net purchases after discount = $9,520 - $285.60 = $9,234.40
The company pays for the freight charge of $1,300 and net purchases after discount. Therefore, we have:
Cash paid = $9,234.40 + $1,300 = $10,534.40, or $10,534 approximately.
Answer:
D) 137000 39000
Explanation:
Allen 140,000
Daniel 40,000
Capital before admission 180,000
share ratio 3:1
Capital after admission:
180,000 + 40,000 = 220,000
David participation: 20%
220,000 x 20% = 44,000
David investment 40,000
goodwill: 4,000
There is a difference in goodwill which will be supported for the old partner as their current share ratio
Allen 4,000 x 3/4 = 3,000
Daniel 4,000 x 1/4 = 1,000
Capital after David admission:
140,000 - 3,000 = 137,000
40,000 - 1,000 = 39,000
In order to preserve independence, Michael must "Remove himself from the engagement as he considers the offer." (Option B). It is to be noted that this is an internal control problem.
<h3>
What is Independence in this case?</h3>
The absence of situations that jeopardize the internal audit activity's capacity to carry out internal audit tasks objectively is called Independence.
Practically, independence is achieved by ensuring that the internal audit activity has no management control for any of the organization's non-audit functions that are subject to internal audit assessments, and by distancing the internal audit activity's management from the functional oversight of the organization's senior management.
Learn more about internal control:
brainly.com/question/26398073
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Full Question:
Michael was on the ABC Accounting Firm's audit team for the Rasmussen Corporation audit. Rasmussen's officers were so impressed with Michael that they offered him a job as Director of Internal Audit at Rasmussen. What should Michael do in order to preserve independence?
A) Tell his superiors as soon as he has decided whether or not to accept the offer.
B) Remove himself from the engagement as he considers the offer.
C) Pray for divine guidance.
D) If he decides to reject the offer, remove himself permanently from the engagement.
