Yield to Maturity (YTM)
Yield to Maturity (YTM)
The total annual return an investor would receive if a bond is held until maturity, expressed as an annualized percentage. YTM includes both coupon payments and any capital gain (discount bonds) or capital loss (premium bonds) from purchasing above or below par. Critical assumption: all coupon payments are reinvested at the same YTM rate. For premium bonds, YTM is lower than current yield and coupon rate. For discount bonds, YTM is higher than current yield and coupon rate.
An investor purchases a $1,000 par corporate bond with a 5% coupon at $950 (discount). The bond matures in 10 years. The YTM is approximately 5.59%, which is higher than both the current yield (5.26%) and coupon rate (5.00%) because it includes the $50 capital gain realized at maturity when the bond is redeemed at par. If the same bond were purchased at $1,050 (premium), the YTM would be approximately 4.36%, lower than both current yield and coupon rate due to the $50 capital loss at maturity.
Students often confuse YTM with current yield (which only measures annual income divided by price, ignoring capital gains/losses) or coupon rate (which is fixed at issuance). They also forget the critical reinvestment assumption: YTM assumes all coupon payments are reinvested at the YTM rate, which may not occur in reality. Many miss that YTM and price have an inverse relationship: when YTM rises, bond prices fall.
How This Is Tested
- Comparing YTM, current yield, and coupon rate for premium, discount, and par bonds
- Identifying which yield is highest/lowest for bonds trading above or below par
- Understanding the reinvestment assumption embedded in YTM calculations
- Determining how interest rate changes affect YTM and bond prices (inverse relationship)
- Applying yield hierarchy rules for callable bonds (YTC vs YTM for premium bonds)
Regulatory Limits
| Description | Limit | Notes |
|---|---|---|
| Premium bond yield relationship | Coupon Rate > Current Yield > YTM | Premium bonds (price > par) have YTM as the lowest yield due to capital loss at maturity |
| Discount bond yield relationship | YTM > Current Yield > Coupon Rate | Discount bonds (price < par) have YTM as the highest yield due to capital gain at maturity |
| Par bond yield relationship | YTM = Current Yield = Coupon Rate | When a bond trades at exactly par ($1,000), all three yields are identical |
Example Exam Questions
Test your understanding with these practice questions. Select an answer to see the explanation.
Jennifer, a bond investor, is comparing two A-rated corporate bonds with identical 10-year maturities. Bond X has a 4% coupon and trades at $950. Bond Y has a 6% coupon and trades at $1,050. Assuming both bonds are held to maturity, which statement about yields is most accurate?
D is correct. Bond X (discount bond) has a YTM higher than its current yield because YTM includes both the annual coupon income AND the $50 capital gain ($1,000 par - $950 purchase price) realized at maturity, spread over the 10-year holding period. For discount bonds, the yield hierarchy is always: YTM > Current Yield > Coupon Rate.
A is incorrect because it reverses the relationship: discount bonds have YTM HIGHER than current yield, not lower. B is incorrect because premium bonds (like Bond Y) have YTM LOWER than current yield due to the capital loss at maturity. C is incorrect because YTM depends on multiple factors (coupon, price, time to maturity); discount bonds do not automatically have higher YTM than all premium bonds. Without calculating both bonds' YTM, we cannot determine which is higher.
The Series 65 exam frequently tests your understanding of yield relationships for premium and discount bonds. Understanding that YTM incorporates both income and capital gains/losses is critical for bond valuation, suitability recommendations, and explaining total return to clients. This concept appears in scenario-based questions comparing multiple bonds.
Which of the following is a critical assumption embedded in the Yield to Maturity (YTM) calculation?
B is correct. The fundamental assumption of YTM is that all coupon payments received during the bond's life are reinvested at the same YTM rate. This reinvestment assumption is critical to achieving the calculated YTM. If coupons are reinvested at lower rates, actual return will be less than YTM. If reinvested at higher rates, actual return will exceed YTM.
A is incorrect because YTM is calculated at a point in time and does not assume rates remain constant; in fact, changing market rates affect the bond's price and thus its YTM for new purchasers. C is incorrect because YTM assumes the bond is held to maturity, not called (Yield to Call addresses callable bonds). D is incorrect because YTM specifically assumes the bond is held until maturity and redeemed at par, not sold early.
Understanding the reinvestment assumption is essential for Series 65 exam success and client education. The exam tests whether you know that YTM is a theoretical return that may not be realized if reinvestment rates differ. This concept connects to questions about interest rate risk, total return analysis, and the limitations of YTM as a performance measure.
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Access Free BetaA corporate bond with a $1,000 par value and 6% annual coupon is trading at $1,080. The bond matures in 8 years. Which of the following yield relationships is accurate?
C is correct. Current yield = $60 annual coupon / $1,080 price = 5.56%. For premium bonds, the yield hierarchy is: Coupon Rate (6.00%) > Current Yield (5.56%) > YTM (lower than 5.56%). YTM is lower than current yield because it accounts for the $80 capital loss ($1,080 purchase price - $1,000 redemption at maturity) spread over 8 years, which reduces total return below the current yield.
A reverses the premium bond relationship; YTM is LOWER than current yield for premium bonds, not higher. B is incorrect because current yield adjusts the coupon rate for the current market price; at a premium, current yield is less than the 6.00% coupon. D confuses coupon rate with YTM; while the coupon payment is fixed at $60 annually (6% of par), YTM changes based on purchase price and time to maturity.
Premium bond yield calculations appear frequently on the Series 65 exam. Understanding that premium bonds have declining yield measures (Coupon > Current > YTM) is essential for comparing bonds and explaining to clients why bonds trading above par have lower effective yields due to the inevitable capital loss at maturity. This concept connects to suitability and risk assessment questions.
All of the following statements about Yield to Maturity (YTM) are accurate EXCEPT
D is correct (the EXCEPT answer). YTM does NOT increase when bond prices rise; in fact, YTM and bond prices have an inverse relationship. When bond prices increase, YTM decreases, and vice versa. If a bond's price rises from $950 to $1,000, its YTM falls because the investor pays more for the same future cash flows.
A is accurate: YTM incorporates both periodic coupon payments and the capital gain (for discount bonds) or loss (for premium bonds) realized at maturity. B is accurate: the YTM calculation assumes all coupons are reinvested at the YTM rate, which is why actual returns may differ. C is accurate: when a bond trades at exactly par ($1,000), the YTM, current yield, and coupon rate are all identical because there is no capital gain or loss at maturity.
The Series 65 exam tests your comprehensive understanding of YTM relationships and assumptions. Understanding the inverse relationship between YTM and bond prices is fundamental to fixed-income analysis and appears in questions about interest rate risk, Fed policy impacts, and duration. This concept is one of the most critical in bond investing.
An investor purchases a corporate bond at $920 with a $1,000 par value, 5% coupon, and 12 years to maturity. Which of the following statements about this bond are accurate?
1. The current yield is lower than the coupon rate
2. The YTM is higher than the current yield
3. The investor will receive $50 in annual interest payments
4. The YTM calculation assumes reinvestment of coupons at 5%
B is correct. Statements 2 and 3 are accurate.
Statement 1 is FALSE: For a discount bond (purchased below par), the current yield is HIGHER than the coupon rate, not lower. Current yield = $50 / $920 = 5.43%, which exceeds the 5% coupon rate.
Statement 2 is TRUE: For discount bonds, YTM is the highest yield because it includes both the annual $50 coupon payments AND the $80 capital gain ($1,000 - $920) realized at maturity. The yield hierarchy for discount bonds is: YTM > Current Yield > Coupon Rate.
Statement 3 is TRUE: The annual coupon payment is fixed at 5% of the $1,000 par value, which equals $50 per year ($25 semi-annually), regardless of the purchase price.
Statement 4 is FALSE: YTM assumes coupons are reinvested at the YTM rate (approximately 5.7% for this bond), not the 5% coupon rate. This is a common misconception; the reinvestment rate equals the YTM, not the coupon.
The Series 65 exam tests detailed knowledge of yield hierarchies and assumptions for discount bonds. Understanding that discount bonds have YTM as the highest yield (due to capital appreciation) is critical for bond valuation and suitability. The reinvestment assumption question frequently appears, testing whether you know coupons must be reinvested at the YTM rate to achieve the calculated yield.
💡 Memory Aid
Think of YTM as Your Total Marriage to the bond (held til death/maturity do you part). It's the complete return journey: all the coupon "paychecks" you receive along the way PLUS the final settlement when the bond matures. Key twist: You must reinvest every paycheck at the same YTM rate. Premium bonds = Paying too much (YTM lowest), Discount bonds = Getting a deal (YTM highest), Par bonds = Perfect equality (all yields match).
Related Concepts
This term is part of this cluster:
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Where This Appears on the Exam
This term is tested in the following Series 65 exam topics:
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