Suppose that five years ago MRT Limited sold a 20 -year bond issue that had a $1000 par value and a 7 percent coupon rate. Interest is paid semiannually.
Required 1
Since 5 years have pased and the total life of the bond was 20 years , the remaining life = 15 years
Price of bond at T5 = Pv of all the future payments discounted at 10%
= $1000*7% * PVF-AD(10%,15years) + $1000 * PVF (10%,15years)
= $70 * 7.60608 + $1000 * 0.23939
= $771.82
Required 2
If the interest rate remained at 10% for 15 years, MRT limited's bond price would increase gradually over time and would reach $1000 by the end of 15 years.
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