Skip to content

Demo environment. Sample data and demo handoffs only — no real accounts or transactions.

GlossaryFixed income

Zero-coupon bond

A bond that pays no periodic interest; it is bought at a discount to face value and repays the full face value at maturity.

A zero-coupon bond pays nothing until it matures. Instead of coupons, you buy it below its face value and receive the full face value at maturity; the difference is your return. Government securities can be split into separate zero-coupon pieces, known as STRIPS, and some corporate issuers offer deep-discount bonds that work in a similar way.

Why it matters

A zero-coupon bond gives one precise cash flow on a known date, which is useful for matching a specific future expense. With no coupons to reinvest, the YTM at purchase is — if you hold to maturity and the issuer pays — the return you actually receive.

How to read it

  • Duration equals maturity. With no interim payments, its duration is the full time to maturity, so its price is more sensitive to interest rates than a coupon bond of the same maturity.
  • Price rises towards face value as maturity approaches, all else being equal.
  • Compare on yield. Because the price is far below face value, the yield is the only meaningful way to compare one zero-coupon bond with another.

Common misconceptions

  • “No coupon means no tax until maturity.” Tax treatment depends on the instrument and current rules, and the gain may be taxed differently from coupon interest. Check the latest provisions.
  • “Zero-coupon bonds are low risk.” They carry the issuer’s full credit risk and more interest rate risk than coupon bonds of the same maturity.

In India: The Reserve Bank of India’s STRIPS facility allows eligible government securities to be separated into coupon and principal components that trade as zero-coupon securities.

Formula

Price = Face value ÷ (1 + y)^n, where y is the annual yield and n the years to maturity

Worked example

For illustration, assume a zero-coupon bond with face value ₹1,00,000 maturing in 5 years at a yield of 7.5% a year. Price = 1,00,000 ÷ 1.075^5 ≈ ₹69,656. Held to maturity and paid as promised, ₹69,656 becomes ₹1,00,000.

Figures are for illustration only — not a forecast or a recommendation.

  • Face value

    The nominal amount of a bond — what the issuer repays at maturity and the base on which coupon payments are calculated.

  • YTM

    Yield to Maturity

    The annualised return on a bond bought at today’s price and held to maturity, if every payment arrives as promised and coupons are reinvested at that rate.

  • Duration

    The weighted average time, in years, to receive a bond’s cash flows — and a guide to how sensitive its price is to interest rates.

  • G-Sec

    Government Security

    A tradeable debt instrument issued by the central or a state government to borrow money, carrying very low credit risk in the domestic market.

  • Coupon

    The interest a bond pays its holder, stated as an annual percentage of the bond’s face value and paid on fixed dates.

  • Interest rate risk

    The risk that a bond’s price falls when market interest rates rise — larger for bonds and debt funds with longer duration.