Answer:
C) 2 x 2 mixed factorial
Explanation:
A 2 x 2 mixed factorial design refers to a research study that uses 2 independent variables (can be more, e.g. 3 x 3). One of the variables is a within-subjects factor, in this research the flavor is the within-subjects factor. The other variable is a between-groups factor, the between-groups in this research are the two groups of participants.
Answer:
C. $40,000
Explanation:
For computing the amount of the gain recognized, first we have to calculate the gain recognized based on the adjusted basis
= Cash received + fair market value of the stock - adjusted cash basis
= $40,000 + $60,000 - $35,000
= $100,000 -$35,000
= $65,000
But the cash is received for $40,000. So, only $40,000 of gain would be recognized. As in the case of transfer, if the amount is received other than the stock so the amount which is received is recognized as a gain i.e $40,000
Answer:
Task a:
The answer is $24,500.
Task b:
The answer is 17%
Explanation:
<h2>Task a:</h2><h3>What is the maximum amount of new capital that can be raised at the LOWEST component cost of EQUITY?</h3><h3>Solution:</h3>
We already know the following:
Projected net income = $21,000
Payout ratio = 30%
Retention ratio = 70%
Debt share = 40%
Equity share = 60%
Maximum amount of capital to be raised at the lowest component cost of equity = Projected net income ×
= $21,000 × 
= $24,500
<h3>Answer:</h3>
The maximum amount of new capital that can be raised at the lowest component of equity is $24,500.
<h2>Task b:</h2><h3>What is the component cost of equity by selling new common stock?</h3><h3>Solution:</h3>
k(e) (component cost of external equity) = [Dividend (D0)(1 + growth) / stock price(1 - flotation cost)] + growth
Formula:
k(e) =
+ 0.05
Where
Do = $2.00
G = 0.05
P = $21/88
= ($2.00(1 + 0.05) / $21.88(1-.20)) + 0.05
= ($2.10/$21.88(1-.20)) + 0.05
= ($2.10/$21.88(0.80) + 0.05
= 0.17 or 17%
<h3>Answer: </h3>
The component cost of equity by selling new common stock = 17%
Answer:
a) $337,615.38
b-1) $360,910.85
b-2) $415,266.92
c-1) $362,637.36
c-2) $438,461.54
Explanation:
a) To find the current value of the company, we have:
=
= $337,615.38
b-1) If the company takes on debt equal to 30 percent of its unlevered value.
337,615.38 + (0.23 * 337,615.38 * 0.30)
= $360,910.85
b-2) When the company can borrow at 10 percent. The value of the firm if the company takes on debt equal to 100 percent of its unlevered value will be:
337,615.38 + (0.23 * 337,615.38 * 1)
= $415,266.92
c-1) The value of the firm if the company takes on debt equal to 30 percent of its levered value:
= $362,637.36
c-2) The value of the firm if the company takes on debt equal to 100 percent of its levered value:
= $438,461.54