Bond Calculator
Calculate bond yield to maturity, current yield, price, duration, and total return.
Advanced features include accrued interest and tax-equivalent yield for municipal bonds.
Bond Calculator
Analyze price, yield to maturity, duration, and rate risk for treasury, corporate, or municipal bonds.
We solve the missing price or yield instantly while keeping coupon, maturity, and frequency constant.
Determines how often coupon payments hit your account.
Coupon Snapshot
$25.00
Paid semi-annual for 20 total payments.
Advanced adjustments
Add accrued interest or convert tax-free yields to taxable equivalents.
Numbers update instantly with every change β no forms or downloads needed.
Key Results
Pricing, yield, and duration snapshot of this bond.
Bond Price
$950.00
95.00% of par
Yield to Maturity
5.66%
Total annualized return if held to maturity
Current Yield
5.26%
Coupon divided by current market price
Modified Duration
7.71 yrs
Approximate % price move for a 1% rate change
Duration Check
7.93 yrsModified duration of 7.71 implies a 1% interest rate increase would move the price by roughly 7.71%.
Interest Rate Sensitivity
Duration-driven estimate of price moves from rate shocks.
Annual Cash Flows
Coupons and principal grouped by year.
Cash Flow Schedule (sample)
First and last coupons plus maturity.
| Period | Year | Coupon | Principal | Total Payment |
|---|---|---|---|---|
| #1 | 0.50 | $25.00 | β | $25.00 |
| #2 | 1.00 | $25.00 | β | $25.00 |
| #3 | 1.50 | $25.00 | β | $25.00 |
| β¦ | ||||
| #18 | 9.00 | $25.00 | β | $25.00 |
| #19 | 9.50 | $25.00 | β | $25.00 |
| #20 | 10.00 | $25.00 | $1,000.00 | $1,025.00 |
How to read these numbers
Quick reminders for interpreting premium/discount status and rate risk.
Price vs yield
Prices move opposite of market yields. If the Fed hikes, expect bond prices to dip. When yields fall, previously issued coupons look attractive and prices climb.
Premium, discount, or par
- Premium (>100% of par): coupon > market yield.
- Discount (<100% of par): coupon < market yield.
- Par (=100%): coupon roughly equals required return.
Duration as risk shorthand
Modified duration of 7.7 means a 1% rate move should change the price by roughly 7.7%. Longer maturities and lower coupons push duration higher.