assume a bond has 5 years to maturity, a price of 1032, a coupon
rate of 6%, a par value of 1000, and 1 coupon payment per year.
find the bonds yield to maturity. If the number of coupon payments
per year was 4 instead of 1, what would be the bonds new yield to
maturity
A 6% semiannual coupon bond has 8 years until maturity. Its
quoted price is 107.50. if its YTM stays constant, what should be
its quoted price 1 year from now?
The currently quoted price (3 years before maturity date) of a
5-year bond with a nominal of 1,000,000 PLN, interest 4% pa,
coupons paid each 4M, is PLN 900,000. Calculate PVB and determine
whether investor should buy this bond (or not) for the quoted
price, if expected YTM during maturity period is 8% pa?
The currently quoted price (3 years before maturity date) of a
5-year bond with a nominal of 1,000,000 PLN, interest 4% pa,
coupons paid each 4M, is PLN 900,000. Calculate PVB and determine
whether investor should buy this bond (or not) for the quoted
price, if expected YTM during maturity period is 8% pa?
A bond with a $1,000 par, 4 years to maturity, a coupon rate of
5%, and annual payments has a yield to maturity of 4.3%. What will
be the percentage change in the bond price if the yield changes
instantaneously to 4.9%?
Consider a bond that has a coupon rate of 5%, five years to
maturity, and is currently priced to yield 6%. Calculate the
following: Macaulay duration Modified duration Percentage
change in price for a 1% increase in the yield to maturity
Par Value
Coupon Rate
Years to Maturity
Yield to Maturity
Price
Coupon Frequency
$5,000.00
?
5
10%
$4,620.92
annual
$1,000.00
?
15
5%
$1,000.00
semiannual
$1,000.00
?
5
11%
$923.34
monthly
$1,000.00
?
20
12%
$924.50
quarterly
Make sure to round all intermediate calculations to at least six
decimal places.
Price each bond and explain how the number of years to maturity
and the coupon rate affect the current price of bonds. Assume a YTM
of 7%.
A 4-year bond with a 9% annual coupon
A 4-year bond with a zero coupon
A 15-year bond with a 9% annual coupon
A 15-year bond with a zero coupon
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A bond price is
$1,135.90. The maturity is 10 years. The coupon rate is 10%.
Payments are semi-annual. Face value is $1,000. Solve for the YTM.
Input your answer as whole percentage with two decimal places
(x.xx), so 9.5% is input as 9.50.
Hint: first solve for
the RATE by adjusting for semiannual again, then multiply this
result by 2 to bring it back to annual. The PMT and FV have the
same sign since they are inflows to the...