Accrued interest represents the amount of interestthat has built up on a debt instrument but has not yet been paid. It reflects interest that has accumulated over time since the last payment date. Investors need to understand this concept when dealing with securities inside mutual funds and related transactions.
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Accrued interest is the portion of interest earned on a fixed‑income security that has not been paid to the holder. It arises because many bonds and money market instruments pay interest at set intervals, such as semi‑annually or quarterly. Interest continues to grow between these scheduled payments. If an investor purchases or sells such a security in the secondary market, accrued interest ensures the interest earned up to the trade date is correctly recognised.
In mutual funds, especially debt and hybrid funds, accrued interest affects the valuation of underlying bonds. Fund managers note this interest, so the net asset value (NAV) shows real economic value, while trustees monitor compliance. Understanding accrued interest helps investors follow NAV movements and cash flows more clearly.
Interest continues to accumulate even between scheduled payments, affecting fund valuation and transactions.
Keeping track of accrued interest provides fair accounting for both investors and fund managers.
Accrued interest is what you calculate with this formula:
Accrued Interest = (Coupon Rate × Principal × Days Since Last Payment) ÷ Days in Period
This formula calculates the interest proportionally based on the number of days since the last coupon payment. In debt funds, the principal represents the bond’s face value, and the coupon rate is the yearly interest it earns.
Different financial instruments follow different day count methods, which influence the interest accrual.
Suppose a bond in a mutual fund has a face value of ₹10,00,000 with a 7% yearly coupon. Interest is paid two times each year. If 90 days have passed since the last payment in 180 days, the interest that has accumulated is:
Accrued Interest = (0.07 × 10,00,000 × 90) ÷ 180 = ₹35,000
This ₹35,000 will show in the fund’s value until the next coupon payment arrives.
Knowing how accrued interest works helps you understand fund performance and make decisions.
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^^The information relating to mutual funds presented in this article is for educational purpose only and is not meant for sale. Investment is subject to market risks and the risk is borne by the investor. Please consult your financial advisor before planning your investments.