Bond Prices and Interest Rates: Why They Move Opposite

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Bond prices and interest rates move in opposite directions. A bond's coupon is fixed when it is issued, so when market rates rise, buyers pay less for that fixed stream of payments and the price falls; when rates fall, the price rises.

The idea in plain terms

A bond promises fixed coupon payments and the return of par at maturity. If new bonds pay more than yours, nobody will pay full price for yours, so its market price drops until its yield matches what the market now offers. If new bonds pay less, your higher coupon is worth a premium.

FINRA uses this same logic: an 8 percent bond is worth more in the secondary market when new issues pay only 5 percent. FINRA also notes that bond quotes are stated as a percent of par: a bond quoted at 105 trades at a premium at $1,050, and one quoted at 95 trades at a discount at $950.

Premium, par and discount

When the market yield equals the coupon rate, the bond prices at par. When the market yield is above the coupon rate, the bond prices at a discount. When the market yield is below the coupon rate, it prices at a premium. The worked example below shows all three.

Worked example: one bond, three market yields

A 10-year bond with a 5% coupon and $1,000 par. Coupons are paid semiannually ($25 every six months), the bond is priced on a coupon date so there is no accrued interest, and yield is quoted as twice the semiannual rate.

Price = the present value of the 20 coupons plus the par repaid at maturity, discounted at half the annual yield per period.

Market yieldPrice per $1,000 parChange from parQuoted as
6%$925.61-7.44%92.56% of par
5%$1,000.00+0.00%100.00% of par
4%$1,081.76+8.18%108.18% of par

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Sources

General education only, not investment advice. Worked examples use illustrative figures and ignore commissions and taxes. Rules change, so confirm with the linked sources.