Answer:
8.66%
Explanation:
The computation of the rate of return for the investor in the fund is as follows:
= (Net assets at the end + dividend per share - nav at the beginning of the year) ÷ (nav at the beginning of the year)
where,
Net assets at the end is
= $203 million + $203 million × 7% - ($217.21 million × 0.75%)
= $203 million + $14.21 million - $1.6291 million
= $217.21 million - $1.6291 million
= $215.58093 million
Dividend per share is
= $5 million ÷ 10 million shares
= 0.5
Nav at the beginning of the year is
= $203 million ÷ 10 million shares
= $20.3
Now the rate of return is
= ($215,.58093 + 0.5 - $20.3) ÷ ($20.3)
= 8.66%
Answer:
9.315%
Explanation:
The computation of WACC is shown below:-
But before that we need to do the following calculations
PV -$1,000
PMT 80
N 20
FV $1,000
Compute IY 8%
After tax cost of Debt = Before tax cost of debt × (1 - tax rate)
= 8% × (1 - 25%)
= 6%
According to the CAPM,
Cost of Equity =Risk free Rate + (Beta × Market Risk Premium)
= 4.5% + (1.2 × 5.5%)
= 11.10%
Weight of Equity = 100% - 35%
= 65%
WACC = (Weight of Equity × Cost of Equity) + (Weight of debt × Cost of debt)
= (65% × 11.10) + (35% × 6)
= 9.315%
Answer: $3,704,040
Explanation:
The issue/ selling price of a bond is calculated by the formula:
= Present value of coupon payments + Present value of face value
The coupon payments will be an annuity and in cash terms are:
= 8% * 4,500,000
= $360,000
Selling price:
= (360,000 * Present value of an ordinary annuity factor, 11%, 10 periods) + (4,500,000 * Present value discount factor, 11%, 10 periods)
= (360,000 * 5.889) + (4,500,000 * 0.352)
= $3,704,040
A paying any taxs that are due on the estate
