But if the interest rate is lower than 6%, the bond is worth more than $1000. For example, if the interest rate were '''zero...''' if the buyer was just as happy to get $1000 two years from now as to get it today... then the value of the bond would be just the total value of all of the future payments, or $1120. On the other hand, if the prevailing interest rate is higher than 6%, the value of the bond is less than its face value. For example, suppose the interest rate has risen to 12%, a rather large change. Why would a buyer pay $1000 to receive interest payments of $15 every quarter when he could buy a newly-issued 12% bond and receive interest payments of $30? The net present value calculation shows that the value of the bond is only $894.70. | But if the interest rate is lower than 6%, the bond is worth more than $1000. For example, if the interest rate were '''zero...''' if the buyer was just as happy to get $1000 two years from now as to get it today... then the value of the bond would be just the total value of all of the future payments, or $1120. On the other hand, if the prevailing interest rate is higher than 6%, the value of the bond is less than its face value. For example, suppose the interest rate has risen to 12%, a rather large change. Why would a buyer pay $1000 to receive interest payments of $15 every quarter when he could buy a newly-issued 12% bond and receive interest payments of $30? The net present value calculation shows that the value of the bond is only $894.70. |