Security coupon rate




Coupon Rate Formula

Coupon refers to the rate of interest the company offers to pay the debenture holder at a predetermined frequency.


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For example, if a non-convertible debenture NCD is offering This can be paid out monthly, quarterly, annually or cumulatively at the end of the tenor of the bond or at any other frequency the company may decide. If the interest is paid out annually, then the effective yield on an annual basis is the same as the coupon rate.


  • Definition of 'Coupon Rate';
  • Coupon Rate Formula?
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  • zero-coupon security.
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  • If the coupon amount is paid out at monthly intervals, that will increase the effective yield in the above example to, say, This happens because you get money every month and it is assumed that you will be able to reinvest that money at the rate of This kind of representation of yield shows what you will earn by holding a bond. Once a bond is listed on an exchange, it carries a market price, which is essentially determined by demand and supply. The market yield of the bond is linked to this price. Because zero-coupon securities bear no interest, they are the most volatile of all fixed-income securities.

    Since zero-coupon bondholders do not receive interest payments, zeros fall more dramatically than bonds paying out interest on a current basis when interest rates rise.

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    Coupon rate and current yield

    However, when interest rates fall, zero-coupon securities rise more rapidly in value than full-coupon bonds, because the bonds have locked in a particular rate of reinvestment that becomes more attractive the further rates fall. The greater the number of years that a zero-coupon security has until maturity, the less an investor has to pay for it, and the more leverage is at work for him. For instance, a bond maturing in 5 years may double, but one maturing in 25 years may increase in value 10 times, depending on the interest rate of the bond.

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    Coupon rate and current yield

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    It would be priced at a premium, since it would be carrying a higher interest rate than what was currently available on the market. Of course, many other factors go into determining the attractiveness of a particular bond: the length of time until the bond matures, whether or not its interest is taxable, the creditworthiness of its issuer, the likelihood that the issuer will pay off debt early, and more. But the important thing to remember is that change occurs in market interest rates virtually every day.

    Explaining Bond Prices and Bond Yields

    The movement of bond prices and bond yields is simply a reaction to that change. The illustration is approximate and is not intended to represent the return of any particular bond or bond fund. Bond values fluctuate in response to the financial condition of individual issuers, changes in interest rates, and general market and economic conditions.

    Mutual fund investing involves risks, including the possible loss of principal, and may not be appropriate for all investors. Stock values fluctuate in response to the activities of individual companies and general market and economic conditions.

    Zero-Coupon Bond

    Bond values fluctuate in response to the financial condition of individual issuers, general market and economic conditions, and changes in interest rates. Changes in market conditions and government policies may lead to periods of heightened volatility in the bond market and reduced liquidity for certain bonds held by the fund. In general, when interest rates rise, bond values fall and investors may lose principal value. Interest rate changes and their impact on the fund and its share price can be sudden and unpredictable.

    Funds that concentrate their investments in a single industry may face increased risk of price fluctuation over more diversified funds due to adverse developments within that industry. Foreign investments are especially volatile and can rise or fall dramatically due to differences in the political and economic conditions of the host country.

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