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GlossaryFixed income

Accrued interest

Interest a bond has earned since its last coupon date but not yet paid; a buyer usually pays it to the seller on top of the quoted price.

Bonds pay coupons on fixed dates, but interest builds up every day in between. Accrued interest is the part of the next coupon that has built up since the last payment date. When a bond changes hands between coupon dates, the buyer compensates the seller for this amount, because the buyer will receive the whole of the next coupon.

Why it matters

It explains why the amount you pay for a bond is often more than its quoted price. Prices are usually quoted “clean”, without accrued interest. What actually changes hands is the “dirty” or full price: the clean price plus accrued interest.

How to read it

  • Clean price reflects market value; it moves with interest rates and credit views.
  • Dirty price = clean price + accrued interest. It rises steadily between coupon dates and drops back on each coupon date.
  • Day count. Market conventions decide how days are counted, for example actual/365 or 30/360. The bond’s terms specify which applies.

Common misconceptions

  • “I overpaid for the bond.” The extra amount is accrued interest, which comes back to you when the next coupon is paid in full.
  • “Accrued interest is extra return.” It is a timing adjustment between buyer and seller, not additional income.
  • “It only matters to traders.” Anyone buying a bond between coupon dates pays it, so it affects the cash you need on the purchase date.

In India: Bond platforms usually show the clean price, accrued interest and total consideration separately on the order screen. The tax treatment of accrued interest on purchase and sale can be technical; check current provisions or consult a tax professional.

Formula

Accrued interest = Face value × Coupon rate × (Days since last coupon ÷ Days in the year, per the bond’s day-count convention)

Worked example

For illustration, assume a bond with ₹1,00,000 face value and an 8% annual coupon. If you buy it 73 days after the last coupon and the convention is actual/365, accrued interest = 1,00,000 × 8% × 73 ÷ 365 = ₹1,600. You pay the clean price plus ₹1,600.

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

  • Coupon

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

  • 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.

  • Current yield

    A bond’s annual coupon divided by its current market price — a quick measure of income relative to what you pay today.