Bond Accrued Interest Formula:
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Accrued interest represents the interest that has accumulated on a bond since the last coupon payment date but has not yet been paid to the bondholder. It's an important concept in bond trading between coupon payment dates.
The calculator uses the bond accrued interest formula:
Where:
Explanation: This formula calculates the pro-rata interest that has accumulated based on the time elapsed since the last coupon payment.
Details: Accrued interest calculation is crucial for determining the actual purchase price of bonds traded in the secondary market, ensuring fair compensation for the seller for the interest earned during their holding period.
Tips: Enter the bond's face value in currency units, annual coupon rate as a percentage, and the number of days since the last coupon payment. All values must be positive numbers.
Q1: Why is accrued interest important in bond trading?
A: Accrued interest ensures that the bond seller receives compensation for the period they held the bond, while the buyer pays only for the interest they will actually receive.
Q2: What is the difference between coupon payment and accrued interest?
A: Coupon payment is the actual interest paid on scheduled dates, while accrued interest is the accumulated but unpaid interest between coupon dates.
Q3: How are days calculated for accrued interest?
A: Days are typically calculated using actual day count from the last coupon payment date to the settlement date, though some bonds use 30/360 convention.
Q4: Does accrued interest apply to zero-coupon bonds?
A: No, zero-coupon bonds don't pay periodic interest, so accrued interest doesn't apply in the same way. Their return comes from the difference between purchase price and face value.
Q5: Who pays the accrued interest in a bond transaction?
A: The bond buyer pays the accrued interest to the seller in addition to the bond's quoted price when purchasing bonds between coupon dates.