13.2
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Q1: How is a bond's value calculated?
A bond's value equals the present value of its future cash flows, including periodic coupon payments and principal repayment at maturity. These cash flows are discounted using the yield-to-maturity rate, which reflects current market conditions and the bond's risk. The total value combines the present value of all coupon payments with the discounted face value repaid at maturity.
Q2: What does yield to maturity represent?
Yield to maturity is the discount rate that equates the present value of a bond's cash flows to its current market price. It represents the bond's total expected return if held until maturity, assuming all coupon payments are reinvested at the same rate. YTM reflects the investor's complete return based on current market conditions and the bond's risk profile.
Q3: Why do bond prices fall when interest rates rise?
Bond prices and market interest rates have an inverse relationship. When interest rates increase, the fixed coupon payments of existing bonds become less attractive compared to newly issued bonds offering higher yields. Investors demand lower prices for existing bonds to compensate for their lower relative returns, causing market prices to decrease.
Q4: What are the two main components of a bond's cash flows?
A bond's cash flows consist of periodic coupon payments and the principal repayment. Coupon payments provide regular interest income, typically paid annually or semi-annually, calculated as a percentage of the bond's face value. The principal, or face value, is repaid in full at the bond's maturity date.
Q5: How do bond prices respond when interest rates fall?
When market interest rates decline, the fixed coupon payments of existing bonds become relatively more attractive compared to newly issued bonds offering lower yields. This increased attractiveness drives up demand for existing bonds, resulting in higher market prices. Investors are willing to pay premium prices to secure the higher coupon rates.
Q6: What is the relationship between a bond's market price and its YTM?
A bond's yield to maturity is the specific discount rate that makes the present value of its future cash flows equal to its current market price. This relationship is fundamental to bond valuation: as market prices change, the YTM adjusts accordingly. Understanding this connection helps investors assess whether a bond offers appropriate returns given current market conditions.
Q7: Why is reinvestment rate assumption important in YTM calculations?
Yield to maturity assumes all coupon payments received during the bond's life are reinvested at the same YTM rate. This assumption is critical because it affects the bond's total return calculation. If actual reinvestment rates differ from the YTM, the investor's actual return will differ from the calculated YTM, making this assumption essential for accurate return expectations.
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