Answer:
Option (D) is correct.
Explanation:
We have to use MM proposition that cost of equity will change itself in such a manner so that it can take care of its debt.
Cost of equity:
= WACC of all equity firm + (WACC of all equity - Cost of debt ) × (Debt -to-equity ratio)
At the beginning, when there was no debt,
WACC = cost of equity = 10%
Levered cost of equity:
= 10% + ( 10% - 6%) × 0.2
= 10.8%
Therefore, Taggart's levered cost of equity would be closest to 11%.
Answer: I think is True
Explanation: I hope that helps :)
Answer:
The correct answer is 8%.
Explanation:
According to the scenario, the computation of the given data are as follows:
Let 1 year Treasury securities = t
So, Four year Treasury = [(Yield of 3 years Treasury × No. of year) + ( t × No. of year)] ÷ Number of year
So, by putting the value, we get
6.5% = [(6% × 3) + ( t × 1)] ÷ 4
[(6% × 3) + t] = 6.5% ×4
t = 8%
So, the rate on 1-year Treasury securities three years from now is 8%.
Answer:
$4.48
Explanation:
If Shannon needs to make a 12% markup based on cost, to obtain her minimum selling price to her distributor Miller of Denton, simply multiply the production cost per unit by 100% plus the desired markup.
If it costs her $4.00 to produce a six pack, her selling price should be:
She should charge $4.48 per six pack.
