Bond X can be bought for $1000 and returned in three years for
$1800. Bond Y...
Bond X can be bought for $1000 and returned in three years for
$1800. Bond Y can be bought for $5000 and returned for $8000 in
five years. Determine which bond has a higher annual rate of
return. (Bond X: 21.64%; Bond Y: 9.86%)
You bought a $1000 corporate bond for $910 three years ago. It
is paying $25 in interest at the end of every 6 months, and it
matures in 6 more years.
(a) Compute its coupon rate.
(b) Compute its current value, assuming the market interest rate
for such investments is 4% per year, compounded semiannually.
You bought a 5% coupon, $1000 face value five-year bond at par
three years ago. What annual return did you expect to make when you
made that investment? At the beginning of the second year, the
bond's discount rate rose to 12%. You sold the bond today. What
average annual return did you make on that bond over the three
years that you held it? (Please show work and formulas used. Do not
use a finance calculator.)
Three years ago, you bought a 12% bond that had 7 years to
maturity and a yield to maturity of 12%. Today (after the sixth
interest payment), you sold the bond when it is yielding 13%. What
is your annual rate of return for the three year period? All coupon
payments are semi-annual, and the par value is $1,000.
Bond X has exactly three years until it matures. Bond X is NOT a
standard bond. It pays a yearly coupon of $120 every year. The
yield-to-maturity (YTM) on similar debt instruments is 9.2 percent
per year.
a) If yields on such instruments should fall to 9.0 percent per
year, estimate the new value of Bond X using concepts of
duration.
b) Calculate the "convexity correction" for this case.
A bond with three years to maturity has a face value of $1000
and a coupon rate of 3%. It is initially bought at a yield to
maturity of 7% then sold after one year when market yields have
fallen to 3%. What is the rate of return for the first year?
Last year, you bought a bond with face value $1000, maturity 20
years, coupon rate of 7% per year payable semi-annually and yield
to maturity of 5.5% per year. Currently the bond sells for $900.
How much would be your total yield if you sell this bond today?
(17.84%) (15.79%) 13.71% 10.78%.
Machine X costs £20,000 when bought new and can be
replaced every year, two years, three years or four
years.
The following information is
available.
Year
Realisable value when sold (£)
Maintenance costs for the year (£)
1
17,500
1,200
2
14,000
1,500
3
9,000
1,900
4
7,000
2,300
Cost of capital is 10%.
What is the optimal replacement
policy?
A Replace every year
B Replace every two
years
C Replace every three
years
D Replace every four
years
Jenna bought a bond that was issued by Sherlock Watson
Industries (SWI) three years ago. The bond has a $1,000 maturity
value, a coupon rate equal to 9 percent, and it matures in 17
years. Interest is paid every six months; the next interest payment
is scheduled for six months from today.
A) If the yield on similar risk investments is
11 percent, what is the current market value (price) of the
bond?
B) Compute the capital gains yield, current...
Values for a bond bought at par with face value $1000, with
yield to maturity of 5% initially, and 2% after 1
year.
Values for a bond bought at par with face value $1000, with
yield to maturity of 2% initially, and 5% after 1
year.
Aug 28, 2018 10:49 AM
Instructions
The goal is to create a table for the rates or return on bonds
of varying maturities like the one in the notes for Chapter 4. The
bond...
Three years ago, you bought an 8% coupon bond with a 9-year
remaining maturity for $936. Today you sold the bond for $1,069.
Given that the bond paid coupons semiannually, what was your
effective annual rate of return on this investment?