Bond A has 5 years maturity with 7 percent coupon rate, Bond B also has 5 years maturity but the coupon rate is 10 percent. Both bonds are exposed to the same market interest rates, hence the same required rate of returns. If the market interest rates of both bonds decrease by the same amount, which of the following statements is most correct?Group of answer choicesBoth bonds will increase in price, Bond B will have a greater percentage increase in price than Bond A.Both bonds will decline in price, Bond A will have a greater percentage decline in price than Bond B.The prices of both bonds will increase by the same amount.None of the options is correct.Both bonds will increase in price, Bond A will have a greater percentage increase in price than Bond B.
Question
Bond A has 5 years maturity with 7 percent coupon rate, Bond B also has 5 years maturity but the coupon rate is 10 percent. Both bonds are exposed to the same market interest rates, hence the same required rate of returns. If the market interest rates of both bonds decrease by the same amount, which of the following statements is most correct?Group of answer choicesBoth bonds will increase in price, Bond B will have a greater percentage increase in price than Bond A.Both bonds will decline in price, Bond A will have a greater percentage decline in price than Bond B.The prices of both bonds will increase by the same amount.None of the options is correct.Both bonds will increase in price, Bond A will have a greater percentage increase in price than Bond B.
Solution
Both bonds will increase in price, Bond A will have a greater percentage increase in price than Bond B.
Here's why:
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When market interest rates decrease, bond prices increase. This is because the fixed coupon payments of the bond become more attractive compared to the lower interest rates available in the market.
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Bond A, with a lower coupon rate, will have a greater percentage increase in price than Bond B. This is because the price of a bond is more sensitive to changes in interest rates when the coupon rate is lower. This is known as the concept of duration - bonds with lower coupon rates have longer durations and are therefore more sensitive to interest rate changes.
So, the correct answer is: Both bonds will increase in price, Bond A will have a greater percentage increase in price than Bond B.
Similar Questions
Bond A has a coupon rate of 10% and a yield of 13%. Bond B has coupon rate of 5% and sells for the same price as Bond A. Both bonds have the same face value and maturity. From this, which of the followings is the most inappropriate statement?A.The yield of Bond B is greater than 5%.B.Bond A is a discount bond.C.Both bonds are discount bonds.D.The yield of Bond B is less than 10%.
Bond A is currently selling at par and has a yield of 5%. Bond B has the same coupon rate as A but is selling at a premium. Given this information, which of the following statements is correct. Bond B's coupon rate is below 5%. Bond B's coupon rate is above 5%. Bond B's yield is below 5%. Bond B's yield is above 5%.
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