A zero coupon with a $1000 face value matures in 10 years.  What is the price of the bond today if the effective annual yield-to-maturity is 12.25%?

A coupon bond that pays interest semi annually has a par value of $1000, matures in five years and has a YTM of 10%. The intrinsic value of the bond today is? If the coupon rate is 8%? Answer:

What is the fair price for a bond with a 5.5% annual coupon and 8 years until maturity if the yield is 9%?

What is the value today of zero coupon bond that matures in 21 years and has a par value of $1000 if the required rate of return is 5.87%? Assume annual discounting

What is the fair price for a bond with a 5.5% annual coupon and 8 years until maturity if the yield is 9%?

The yield on a 1-year zero-coupon bonds is currently 7%; the YTM on 2 -year zeros is 8%. The treasury plans to issue a 2 -year maturity coupon bond, paying coupons once a year with a coupon rate of 9%. The face value of the bond is $100. (BKM 15.11) a) At what price will the bond sell? 15 p b) If the expectations theory of the yield curve is correct, what is the market expectation of the price that the bond will sell for next year? c) Recalculate your answer to b) if you believe in the liquidity preference theory and you believe the liquidity premium is 1%.