Coupon Rate Formula:
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The coupon rate is the annual interest rate paid by a bond relative to its face value. It represents the periodic interest payments that bondholders receive until maturity.
The calculator uses the coupon rate formula:
Where:
Explanation: The formula calculates what percentage return the coupon payment represents relative to the bond's current price.
Details: The coupon rate helps investors compare bonds and assess their income potential. It's particularly important for income-focused investors who rely on regular interest payments.
Tips: Enter the annual coupon payment in dollars and the current bond price in dollars. Both values must be positive numbers.
Q1: What's the difference between coupon rate and yield?
A: Coupon rate is fixed and based on the bond's face value, while yield varies with the bond's current price and represents the actual return.
Q2: Can coupon rate change over time?
A: For fixed-rate bonds, the coupon rate remains constant. For floating-rate bonds, it changes based on a reference interest rate.
Q3: Why would a bond's price differ from its face value?
A: Bond prices fluctuate due to changes in interest rates, credit risk, and time to maturity, causing them to trade at premiums or discounts.
Q4: How often are coupon payments made?
A: Typically semi-annually, though some bonds pay quarterly or annually. This calculator uses annual payments for simplicity.
Q5: What's a typical coupon rate range?
A: Rates vary widely based on credit quality and market conditions, from near 0% for safest bonds to 10%+ for high-yield bonds.