Bond A and Bond B both have 16 years to maturity and a face value of $1,000. Bond A has a 2.50% coupon while Bond B has a 5.5% coupon. Assume the current market rate is 2.50%. What is the percentage price change for both bonds if the current market interest rate suddenly rises from 2.50% to 5.00%?

Bond's A price will decrease by 27.09%

Bond's B price will decrease by 24.25%

Explanation:

Bond's A current price: should be 1,000, since he market price = coupon rate

Bond's B current price: using an excel spreadsheet we can calculate the net resent value: =NPV(2.5%,55... fifteen times,1055) = $1,391.65

If the market rate increases to 5%

Bond's A current price: using an excel spreadsheet we can calculate the net resent value: =NPV(5%,25... fifteen times,1025) = $729.06

Bond's B current price: using an excel spreadsheet we can calculate the net resent value: =NPV(5%,55... fifteen times,1055) = $1,054.19

Bond's A price will decrease by: [($729.06 - $1,000) / $1,000] x 100 = -27.09%

Bond's B price will decrease by: [($1,054.19 - $1,391.65) / $1,391.65] x 100 = -24.25%

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