Answer:
7.83%
Explanation:
This is calculated by using the Gordon growth model (GGM) formula as follows: P = d / (r - g) ……………………………………… (1)
Where;
P = market price of the stock = $24.09
d = next year annual dividend = $1.26 r = cost of equity = ?
g = dividend growth rate = 2.6%, or 0.026
Substituting the values into equation and solve for r, we have:
24.09 = 1.26 / (r - 0.026)
24.09 (r - 0.026) = 1.26
24.09r - 0.62634 = 1.26
24.09r = 1.26 + 0.62634
24.09r = 1.88634
r = 1.88634 / 24.09
r = 0.0783038605230386, or 7.83038605230386%
Rounding to 2 decimal places. we have:
r = 7.83%
Therefore, the correct option is 7.83 percent.
Frequently lacks effective communication channels across departments. Communication between departments can be an issue in this structure.
Answer:
a ) Probability of default of debt over the time to maturity is 12.92%
(b ) Expected loss: $39.53
(C ) Present value of expected loss is $45.59
Explanation:
a ) Probability of default of debt over the time to maturity is 12.92%
(b ) Expected loss: $39.53
(C ) Present value of expected loss is $45.59.
Values calculated as shown in my detailed step by step answer at the attachment.
please kindly refer to attachment.
