Bond Coupon Payment Calculator
Periodic interest from face value and coupon rate
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Bond Coupon Payment Calculator turns the numbers behind periodic interest from face value and coupon rate into a result, step by step. Enter Face Value ($), Annual Coupon Rate (%) and Payments per Year (1, 2, 4) in any order — Bond Coupon Payment recalculates on every edit. Bond Coupon Payment puts the headline number first. Bond Coupon Payment replaces guesswork. Nothing is uploaded while Bond Coupon Payment works, and the figures stay put. Bond Coupon Payment sits in the Finance section next to free online bond coupon payment calculator and bond coupon payment calculator semiannual interest face value. The labels in Bond Coupon Payment match the terms in its result. Try Bond Coupon Payment now and keep it handy.
How much is a bond coupon?
A coupon payment is the face value multiplied by the coupon rate, divided by the number of payments made each year. Enter the face value, the rate and the frequency to see each payment and the annual total beside it.
The annual total is $60.00, split in half.
The formula
Payment = face value × coupon rate ÷ payments per year
1,000 × 0.06 = 60 a year, and 60 ÷ 2 = 30 per payment. The face value is the amount repaid at maturity and the base the coupon is calculated on; it is not the price you paid, which is why the yield you actually earn differs from the coupon.
Worked examples
$1,000 at 6%, semiannual → $30.00 each, $60 a year
$1,000 at 6%, quarterly → $15.00 each
$1,000 at 4%, annual → $40.00
$1,000 at 5%, semiannual → $25.00
$5,000 at 6%, semiannual → $150.00
$1,000 at 8%, quarterly → $20.00
Payment frequency by market
US Treasuries and corporate bonds pay semiannually; most European government and corporate bonds pay annually; some money-market and floating-rate instruments pay quarterly. The frequency is set by the indenture when the bond is issued and never changes, even if the bond trades hands a dozen times before maturity.
More frequent payments slightly raise the effective yield, because you receive money sooner and can reinvest it. A 6% bond paying quarterly compounds to 6.14% effective against 6.09% semiannual and 6.00% annual, which is why the quoted yield convention matters as much as the number.
Coupon is not yield
The coupon is fixed on face value. The yield you earn depends on the price you paid. Buy that 6% bond for $900 and your income is still $60 a year, but on $900 that is a 6.67% current yield; buy it for $1,100 and it is 5.45%. The payment does not change, the return does.
Two further details are worth knowing. Accrued interest is settled separately, so a buyer pays the seller for the portion of the coupon earned before the trade date. And a callable bond may stop paying early if the issuer refinances, which is exactly when the coupon looked most attractive — the payment schedule is only guaranteed to the call date for those issues.
Frequently Asked Questions
How much does a 6% coupon pay on $1,000?
$60 a year. Semiannual payments are $30 each, quarterly payments $15, and annual payment $60.
Does payment frequency change the total?
No. The annual total stays at face value times the coupon rate. A 6% coupon on $1,000 always pays $60 a year, whether it arrives once, twice or four times; only the size and timing of each payment change.
Is the coupon the same as the yield?
No. The coupon is fixed on face value, while yield depends on the price paid. A 6% bond bought at $900 yields 6.67% currently.
How often do bonds pay?
US Treasuries and corporates usually pay semiannually, European bonds annually, and some floating-rate notes quarterly, as set in the indenture at issue.
Why does quarterly payment raise the effective yield?
Because you receive cash sooner and can reinvest it. A 6% bond pays 6.14% effective quarterly against 6.00% annual.
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