Answer:
$1,101.58
Explanation:
Tenor: 30 times (15-year maturity * 2 for semiannual)
Coupon rate: 7.25% semiannual -> coupon received semiannual (PMT) = $1,000 * 7.25%/2 = $36.25
Face value (FV): $1,000
Yield To Date (YTD): 6.20% semiannual -> YTD per semiannual = 3.1% (=6.20%/2)
Bond’s price = present value of bond + present value of total coupon received semiannual
Present value of bond = FV/(1+ YTD) ^tenor = 1000/(1+3.1%)^30 = $400.1659
present value of total coupon received semiannual = 36.25/(1+3.1%)^30 + 36.25/(1+3.1%)^29+ ….. + 36.25/(1+3.1%)^1 = $701.4189
(we can use excel to calculate the PV of coupon received = PV(rate,tenor,-PMT) = PV(3.1%,30,-36.25) = 701.42)
⇒ Bond’s price = $400.1659+ $701.4189= $1,101.58
Answer:
$24
Explanation:
Calculation for the amount that the bondholders
will paid in the case of a recession
Using this formula
Amount to be paid by Bondholder=Decreased in cash flow- Legal and other fees
Let plug in the formula
Amount to be paid by Bondholder = $54 − $30
Amount to be paid by Bondholder= $24
Therefore the amount that the bondholders will paid in the case of a recession is $24
The answer is A because there is a loss of value of a countries with one or more foreign reference
Answer:
$14.88
Explanation:
The computation of the stock price is given below:
A total return of 12% means that
= 0.12 × 14
= $1.68 in a year.
Now
The total dividend payments for 4 quarters is
= 0.2 × 4
= $0.8.
Now the price of the stock should increase by
= 1.68 - 0.8
= 0.88
So the stock price one year from now is
= 14 + 0.88
= $14.88
