# Finance Bond Questions (6)

1. The yield to maturity of a bond with \$1,000 par value, 7% coupon rate, semiannual
coupons, and two years to maturity is 7.6% APR. Find its price. 2. A bond with an 8 year maturity, \$5,000 face value, 4.4% coupon rate and semiannual
payments is currently selling for a price of \$4,723.70. Which of the following options represents
its yield to maturity?
a)2.675% b)4.4% c)5.25% d)10.5% 3. A three year zero-coupon bond has a face value of \$100 and yield to maturity of 6.00%.
Find its price. 4. One company has issued two types of bonds, X and Y. Both bonds have 10 years maturity,
a face value of \$100, make semiannual payments, and a yield to maturity of 5%. However,
bond X has a coupon rate of 5% while for bond Y it is 15%. If interest rates suddenly rise
by 2% (so the new yield to maturity of both bonds is 7%), which bond suffers the largest
percentage change in its price? (Hint: compute the price of both bonds with the 5% YTM
and then with 7% YTM, the compute the percentage change in price.) 5. Suppose we have a five-year bond with face value of \$1000, a coupon rate of 7%, semi-
1
annual coupon payments, and a yield to maturity of 5% APR. This bond allows the issuer
to not make coupon payments for the first year. Find its price. (Hint: this is a two step
problem. If we are at year 1, this is a regular four-year bond, find its price this way and
then discount it back to year 0.) 6. On March 15, 2016, the U.S. government issued a bond with maturity of February 15,
2046, coupon rate of 2.5%, \$100 in face value, and semiannual payments made on February
15 and August 15 of each year.
If the yield to maturity of this bond is 2.67%, what was its price on the day it was issued
(March 15, 2016)? (Hint: find the PV of all payments as of August 15, 2016 and then
discount it back to March 15.)

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