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Bond current yield calculator

The income return a bond offers at its present market price, ignoring capital gain or loss.

Published 9 August 2026 · Updated 22 September 2026

What this calculator does

Current yield is the simplest bond measure there is: the annual coupon divided by what you pay today. It answers only the income question and deliberately ignores any gain or loss between the purchase price and the face value repaid at maturity.

It moves inversely with price, which is the whole point. A 5 per cent coupon bond bought at $950 yields 5.26 per cent; bought at $1,100 it yields only 4.55 per cent, on identical coupon payments.

The formula

FormulaAnnual coupon = Face value × Coupon rate; Current yield = Annual coupon / Current market price

The annual coupon is face value times the coupon rate. Dividing that by the current market price gives the current yield.

TermMeaning
Current yieldAnnual coupon divided by market price, as a percentage.
Coupon rateThe fixed rate applied to face value, which sets the payment.
Discount and premiumTrading below or above face value, which pushes current yield above or below the coupon rate.

The inputs explained

FieldWhat to enter
Face (par) value ($)Face or par value, usually 1,000.
Annual coupon rate (%)The annual coupon rate as a percentage of face value.
Current market price ($)What the bond currently trades at.

When to use it

Assessing income from a bond

For an investor holding for income rather than to maturity, this is the relevant figure.

Comparing against a dividend yield

Current yield is the bond equivalent of a share's dividend yield.

Quick screening

It takes two numbers and no iteration, which makes it usable at a glance.

Worked examples

Every figure in the tables below is produced by this page’s own calculator at build time, so the numbers and the tool always agree. Select any row to load that scenario.

How does price change the income return?

The same bond at four market prices.

$1,000 face value, 5% coupon
Market priceCurrent yieldAnnual coupon payment
$9005.56%$50.00
$9505.26%$50.00
$1,0005.00%$50.00
$1,1004.55%$50.00
The coupon is $50.00 in every row. At $1,000 the current yield is exactly 5.00 per cent, matching the coupon rate as it must at par. At $900 it rises to 5.56 per cent and at $1,100 falls to 4.55 per cent.

Questions

How does this differ from yield to maturity?

Current yield counts only the coupon against the price. Yield to maturity also includes the gain or loss between what you pay and the face value returned at maturity, which is why the two differ whenever a bond trades away from par.

When is current yield the more useful figure?

When you are buying for income and do not intend to hold to maturity. It tells you the cash return on the money committed, which is exactly what an income investor is asking.

Why does it equal the coupon rate at par?

Because the coupon is calculated on face value, so when price equals face value the same number appears in both the numerator and the denominator of the ratio.

What does current yield miss?

The capital outcome. A bond bought at $900 will return $1,000 at maturity, and that $100 gain is real return that current yield ignores entirely. For a discount bond it understates the total return substantially.

For the full return including capital gain, see the bond yield to maturity calculator. For price sensitivity to rates, see the bond duration and convexity calculator.