A bond investor is often interested in the coupon (interest rate) pre-decided at the time of issue. However, a bond might be issued on a premium, par, or discount. Similarly, it might be redeemable at par, premium or discount. Further, every bond is issued for a given tenure.
So, if an investor purchases a bond at a 5% discount with an annual coupon rate of 7%, redeemable at par after 5 years, the bondholder’s yield should be slightly higher than 7%. On the other hand, if the bond is issued at a premium (other things being the same), the yield shall be on the lower side.
Hence, more than the coupon rate, it is critical to take account of the bond’s yield. YTM (Yield to Maturity) is one of the best measures bondholders can consider to find out the real ROI on their investments. YTM provides a holistic measure of potential returns, combining interest payments with the maturity payout, which is crucial for evaluating bonds in the secondary market.
When looking forward to investing in fixed-income securities, you should be more concerned about the calculation of YTM than just looking at the coupon rate.
In the context of bonds and fixed-income securities, YTM (Yield to Maturity) is often regarded as the gold standard for estimating the total return on bonds if they are held until they mature. YTM not only helps investors make informed decisions about real ROI from the investment but also guides them in deciding whether they can sell or purchase bonds in the secondary market.
Theoretically, YTM takes account of all future coupon payments and the principal amount that will be paid at the bond's maturity, discounting them back to the present value. If the YTM rate exceeds your expected return, the bond is worth investing in. In short, YTM is the estimated rate of return from your bond investments.
Here are the variations of YTM that an investor can take into account while evaluating a bond or comparing two fixed-income securities:
Variation | Definition | Importance |
Yield to Call (YTC) | The yield is calculated assuming the bond will be called (repurchased by the issuer) before it matures. | Useful for evaluating bonds with call options, especially in a declining interest rate environment where the call risk increases. |
Yield to Worst (YTW) | Considering all potential early redemption scenarios, the lowest possible yield can be received on a bond. | It helps investors understand the worst-case scenario for bond yields, factoring in all callable dates and other prepayment terms. It is preferred by investors having moderate to low-risk tolerance. |
Several factors determine a good YTM rate. Since bonds are considered as a low-risk investment, any rate more than the prevailing risk-free rate of return should be acceptable for an investor. In addition, the following factors determine the YTM rate:
1. Existing and Predicted Inflation Rate
2. Duration of the Bond
3. Credit Quality of the Issuer
As a rule of thumb, any investor would prefer a higher YTM, which translates into higher ROI. However, one should be concerned about risks associated with higher YTM, including lower credit ratings or longer durations.
The relationship between YTM and interest rate sensitivity, or duration, is also critical in investment decisions. Bonds with longer durations are more sensitive to changes in interest rates, meaning their YTM will fluctuate more significantly with interest rate movements. Hence, when the interest rate rises, YTM shall increase, and the bond price will fall, and vice versa.
Also Read: Why Should You Invest In Fixed-Income Instruments During High-Interest Rates
YTM is critical because it is a comprehensive measure that not only takes account of the issue and redemption price of the bond but also considers various other factors, such as the coupon rate and present value of all future inflows. This is the perfect tool to aid decision-making for any investor looking to invest in bonds.
YTM helps investors assess a bond's true value and yield relative to current market conditions, enabling informed investment choices and risk assessments.
YTM is not the only popular yield measure, as there are other tools available to find out the real returns from a bond:
Measure | Comparison with YTM |
Coupon Rate | Unlike YTM, which adjusts to market conditions, a fixed rate based on face value does not account for bond pricing changes. For example, the coupon rate of an INR 1000 bond is 6.50%, which remains constant throughout the bond. On the other hand, YTM changes as per market conditions, interest rates, and whether the bond is issued and redeemable at par, premium or discount. |
Current Yield | It measures annual income as a percentage of the current market price, not considering the bond’s maturity or price at purchase, like YTM. For example, consider a bond with a face value of INR 1000 and a coupon rate of 7%. If the current market price of the bond rises to INR 1100 due to favourable market conditions, the current yield would be calculated as 70/1100 = 6.36% This indicates that the current yield decreases as the market price of the bond increases, highlighting its sensitivity to price changes. Unlike YTM, the current yield does not account for the total returns over the bond's life or the price at which the bond will be redeemed. |
YTM can be calculated by using a formula that takes account of the present value of all future cash flows equal to the current market price of the bond. Here is the formula:
Here,
Explanation: If you purchase a bond with a face value of INR 1000 and coupon rate of 8% currently selling for a discount of INR 80 (at 920) and has 5 years until maturity, here is the YTM of the bond:
Hence, for an investor looking to invest in this bond, the expected ROI should be close to 10% and not 8% (coupon rate). This calculation gives a better perspective on the actual performance of an asset.
1. Any interest rate changes can result in fluctuating bond prices, thereby influencing the YTM.
2. Any changes in the issuer's credit ratings can have a negative (or positive) impact on the bond prices and, eventually, on the YTM.
3. In uncertain times, the bond demand can increase, lowering YTM.
4. Economic indicators such as inflation and economic growth affect interest rates and investor expectations, impacting YTM.
5. When the bond duration and maturity are longer, the YTMs will also increase due to increased risk over time.
Even though YTM is often considered a comprehensive measure of bond performance, there are a few limitations an investor should consider:
1. YTM assumes that all the coupon payments are reinvested at the same rate, which might not be practical.
2. YTM does not take into account the fluctuation of the bond's market price due to changes in interest rates.
3. The YTM calculation is quite complex, thereby making it difficult for an average investor to compute.
YTM is considered as one of the most comprehensive measures for evaluating bond performance. It offers a snapshot of potential returns from bond investments, if held till maturity. Compared with other measures, it provides greater insights regarding the real ROI of a bond, thereby resulting in better investment decisions.
However, while YTM provides a valuable metric for comparing different bonds, it comes with limitations, such as assumptions of constant reinvestment rates and ignoring market volatility. Still, it is an excellent way to make informed decisions while considering economic trends, interest rate movements, and individual investment goals. To learn more about bond investment sign - up on Grip Invest today.
1. What is the relationship between YTM and interest rates?
The relationship between YTM and interest rates is inversely proportional; as interest rates rise, the YTM increases (reflecting a decrease in bond prices), and when interest rates fall, the YTM decreases.
2. Can YTM change after a bond is purchased?
Yes, YTM can change after a bond is purchased due to fluctuations in the bond's market price and changes in the interest rate environment.
3. Does Yield to Maturity account for bond price fluctuations?
Yield to Maturity does not directly account for bond price fluctuations after purchase; it is calculated based on the bond price at the time of evaluation and assumes that this price remains constant until maturity.
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