๐Ÿ“ˆ Bond Yield Calculator

What's the yield on this bond? Calculate Current Yield and Yield to Maturity (YTM) for any bond. Just enter the bond's face value, purchase price, coupon rate, and years to maturity.

Current Yield
5.26%
Yield to Maturity (YTM)
5.69%
Annual Income
$50.00
Total Return at Maturity
$1,500.00

๐Ÿ“˜ Example 1: Premium Bond

Situation: You buy a bond at a premium price above its face value.

  • Face Value: $1,000
  • Purchase Price: $1,100 (premium)
  • Coupon Rate: 6%
  • Years to Maturity: 5
  • Frequency: Semi-Annual

Result: Annual coupon = $60. Current Yield = 5.45%. YTM โ‰ˆ 4.19% (lower than coupon because you paid a premium).

๐Ÿ’ก When you pay more than face value, the YTM is lower than the coupon rate.

๐Ÿ“˜ Example 2: Discount Bond

Situation: You buy a bond at a discount below its face value.

  • Face Value: $1,000
  • Purchase Price: $900 (discount)
  • Coupon Rate: 4%
  • Years to Maturity: 10
  • Frequency: Semi-Annual

Result: Annual coupon = $40. Current Yield = 4.44%. YTM โ‰ˆ 5.14% (higher than coupon because you bought at a discount).

๐Ÿ’ก Buying below face value boosts your YTM above the coupon rate.

๐Ÿ“˜ Example 3: Par Bond

Situation: You buy a bond at exactly its face value (at par).

  • Face Value: $1,000
  • Purchase Price: $1,000 (par)
  • Coupon Rate: 5%
  • Years to Maturity: 7
  • Frequency: Annual

Result: Annual coupon = $50. Current Yield = 5.00%. YTM โ‰ˆ 5.00% (equals coupon rate when bought at par).

๐Ÿ’ก When face value equals purchase price, current yield = coupon rate = YTM.

๐Ÿ“ Current Yield Formula

Current Yield = (Annual Coupon Payment รท Purchase Price) ร— 100 Where: Annual Coupon Payment = Face Value ร— (Coupon Rate รท 100) Example: ($1,000 ร— 5%) รท $950 ร— 100 = 5.26%

๐Ÿ“ Yield to Maturity (Approximate YTM) Formula

Approx YTM = [Coupon + (Face Value - Price) รท Years] รท [(Face Value + Price) รท 2] ร— 100 Where: Coupon = Annual coupon payment Price = Purchase price Years = Years to maturity Example: = [$50 + ($1,000 - $950) รท 10] รท [($1,000 + $950) รท 2] ร— 100 = [$50 + 5] รท $975 ร— 100 = 5.64%

๐Ÿ“˜ Key Terms

Face Value (Par Value): The amount the bond issuer pays back at maturity. Usually $1,000 for corporate bonds.

Coupon Rate: The annual interest rate the bond pays, expressed as a percentage of face value.

Current Yield: The annual income (coupon) relative to the purchase price. Does not account for capital gains/losses at maturity.

Yield to Maturity (YTM): The total return if held to maturity, including both coupon income and any capital gain (if bought at a discount) or loss (if bought at a premium).

Premium Bond: A bond bought above face value โ†’ YTM < coupon rate.

Discount Bond: A bond bought below face value โ†’ YTM > coupon rate.

What Is a Bond Yield?

A bond yield is the return an investor can expect to earn from a bond investment. It's expressed as a percentage and helps you compare bonds with different prices, coupon rates, and maturities. Understanding bond yields is essential for making informed fixed-income investment decisions.

There are two key yield measures: Current Yield (the annual income relative to what you paid) and Yield to Maturity (the total return if you hold the bond until it matures). YTM is more comprehensive because it includes both regular coupon payments and any capital gain or loss at maturity.

Why Yield to Maturity Matters More

While the current yield is simple to calculate, it only tells you the income portion of your return. YTM is a more complete measure because it accounts for the difference between what you paid for the bond and what you'll get back at maturity. A bond bought at a discount (below face value) will have a higher YTM than current yield because you also earn capital appreciation. Conversely, a premium bond's YTM will be lower than its current yield because you'll lose some capital at maturity.

How Bond Prices and Yields Move

Bond prices and yields move in opposite directions. When interest rates rise, existing bond prices fall (to offer competitive yields to new buyers), pushing their yields up. When rates fall, bond prices rise and yields decline. This inverse relationship is fundamental to bond investing.

Using This Bond Yield Calculator

Enter your bond's details โ€” face value, purchase price, coupon rate, years to maturity, and coupon frequency โ€” and instantly see both the current yield and approximate YTM. The calculator also shows your annual income from coupon payments and the total return you'll receive if you hold the bond to maturity (total of all coupon payments plus the face value).

Use this tool to compare bonds, evaluate whether a bond is a good value at its current price, and understand how changes in purchase price affect your overall return. Always consult a financial advisor for personalized investment advice.

โ“ Frequently Asked Questions

Current Yield measures only the annual coupon income relative to the purchase price โ€” like a "dividend yield" for bonds. It ignores capital gains or losses at maturity. Yield to Maturity (YTM) is the total expected return if you hold the bond until it matures, including all coupon payments plus any difference between the purchase price and the face value. YTM is the more comprehensive measure and is what investors typically use to compare bonds.
Buying at a discount means you pay less than the bond's face (par) value. For example, buying a $1,000 bond for $950. This typically happens when the bond's coupon rate is lower than current market interest rates. You benefit because you receive the full $1,000 at maturity, earning capital appreciation on top of your coupon payments. This is why discount bonds usually have a YTM higher than their coupon rate.
YTM differs from the coupon rate because the purchase price may not equal the face value. If you buy a bond at a discount (below face value), your YTM will be higher than the coupon rate because you'll also earn capital appreciation at maturity. If you buy at a premium (above face value), your YTM will be lower than the coupon rate because you'll lose some capital when the bond matures at par. Only when you buy exactly at par does YTM equal the coupon rate.
A "good" bond yield depends on the current interest rate environment, the bond's credit quality (risk), and your investment goals. Higher yields typically come with higher risk. For context, investment-grade corporate bonds might yield 4โ€“6%, while high-yield ("junk") bonds can yield 8โ€“12% or more. Compare a bond's YTM to the yield on a comparable-maturity U.S. Treasury bond (considered risk-free) to see how much extra yield you're getting for taking on credit risk.
Coupon frequency affects the timing of your cash flows, which slightly impacts the true YTM. More frequent payments (semi-annual or quarterly) allow you to reinvest coupon income sooner, effectively earning a slightly higher compounded return. Our calculator uses the same approximate YTM formula for all frequencies โ€” for a more precise YTM, especially with semi-annual and quarterly bonds, a financial calculator or spreadsheet is recommended. The current yield is unaffected by frequency since it only looks at total annual income.
A bond's yield (YTM) is the annualized percentage return if held to maturity. Total return is the absolute dollar amount you'll receive: all coupon payments over the holding period plus the face value at maturity. For example, a bond with a $50 annual coupon held for 10 years gives $500 in coupons plus $1,000 face value = $1,500 total return. The yield puts this into an annual percentage context so you can compare bonds with different prices, coupons, and maturities on equal footing.

โš ๏ธ Important: This bond yield calculator provides approximate values for educational purposes only. It uses an approximate YTM formula. Results should not be considered financial advice. Always consult a qualified financial professional before making investment decisions.

โš ๏ธ Disclaimer: This bond yield calculator provides approximate values for educational and informational purposes only. It uses an approximate YTM formula and does not account for reinvestment risk, accrued interest, call provisions, taxes, or transaction costs. Results should not be considered financial advice. Always consult a qualified financial professional before making investment decisions.