20 to 30 percent ... 70 to 80 percent are posted
Answer:
12.39%
Explanation:
in order to determine the realized rate of return we need to calculate the yield to call:
YTC formula = {coupon + [(call price - market price)/n]} / [(call price + market price)/2]
YTC = {$120 + [($1,080 - $1,000)/9]} / [($1,080 + $1,000)/2]
YTC = $128.89 / $1,040 = 0.1239 = 12.39%
In this case, the investor's realized rate of return was actually higher than the expected yield to maturity (YTM = 12% since bonds were sold at face value).
Answer:
$1023.98
Explanation:
Using the standard notation equation for annual payment and for arithmetic gradient to calculate the present worth of a unit's costs; we have the following corresponding expression.
P = A (P/A, i, n) & P = G (P/G, i, n)
where;
A = annual payment
G = arithmetic gradient
n = number of years
i = annual interest rate
From the question;
the payment period = compounding period
∴ quaterly interest rate = 3%
The present worth value of the unit's cost is therefore shown as
P = 90 (P/A, 3%, 12) + 2.5(P/G, 3%, 12)
P = 90(9.954) + 2.5(51.2481)
P = $1023.98
∴ The present worth value of the unit's cost = $1023.98
There is nothing following lol
Answer:
A. the portion of the investment opportunity set that lies above the global minimum variance portfolio.
Explanation:
The Efficient frontier refers to the portfolios set that involves that expected return whose return is high at the level of minimum risk so the asset that contains the high risk profile that investment opportunity set portion should be above the variance portfolio i.e. minimum globally
Therefore the correct option is a.
