
Bond Equivalent Yield (BEY)
In financial terms, the bond equivalent yield (BEY) is a metric that lets investors calculate the annual percentage yield for fixed-come securities, even if they are discounted short-term plays that only pay out on a monthly, quarterly, or semi-annual basis. The bond equivalent yield formula is calculated by dividing the difference between the face value of the bond and the purchase price of the bond, by the price of the bond. The bond equivalent yield (BEY) formula can help approximate what a discounted bond would pay annually, letting investors compare their returns with those of traditional bonds. In financial terms, the bond equivalent yield (BEY) is a metric that lets investors calculate the annual percentage yield for fixed-come securities, even if they are discounted short-term plays that only pay out on a monthly, quarterly, or semi-annual basis. To compare the return on discounted fixed income securities with the returns on traditional bonds, analysts rely on the bond equivalent yield formula.

What Is the Bond Equivalent Yield?
In financial terms, the bond equivalent yield (BEY) is a metric that lets investors calculate the annual percentage yield for fixed-come securities, even if they are discounted short-term plays that only pay out on a monthly, quarterly, or semi-annual basis.
However, by having BEY figures at their fingertips, investors can compare the performance of these investments with those of traditional fixed income securities that last a year or more and produce annual yields. This empowers investors to make more informed choices when constructing their overall fixed-income portfolios.



Understanding Bond Equivalent Yield
To truly understand how the bond equivalent yield formula works, it's important to know the basics of bonds in general and to grasp how bonds differ from stocks.
Companies looking to raise capital may either issue stocks (equities) or bonds (fixed income). Equities, which are distributed to investors in the form of common shares, have the potential to earn higher returns than bonds, but they also carry greater risk. Specifically, if a company files for bankruptcy and subsequently liquidates its assets, its bondholders are first in line to collect any cash. Only if there are assets left over do shareholders see any money.
But even if a company remains solvent, its earnings may nonetheless fall short of expectations. This could depress share prices and cause losses to stockholders. But that same company is legally obligated to pay back its debt to bondholders, regardless of how profitable it may or may not be.
Not all bonds are the same. Most bonds pay investors annual or semi-annual interest payments. But some bonds, referred to as zero-coupon bonds, do not pay interest at all. Instead, they are issued at a deep discount to par, and investors collect returns when the bond matures. To compare the return on discounted fixed income securities with the returns on traditional bonds, analysts rely on the bond equivalent yield formula.
A Closer Look at the Bond Equivalent Yield Formula
The bond equivalent yield formula is calculated by dividing the difference between the face value of the bond and the purchase price of the bond, by the price of the bond. That answer is then multiplied by 365 divided by "d," which represents the number of days left until the bond's maturity. In other words, the first part of the equation is the standard return formula used to calculate traditional bond yields, while the second part of the formula annualizes the first part, to determine the equivalent figure for discounted bonds.
Although calculating the bond equivalent yield can be complicated, most modern spreadsheets contain built-in BEY calculators that can simplify the process.
Still confused? Consider the following example.
Assume an investor buys a $1,000 zero-coupon bond for $900 and expects to be paid par value in six months. In this case, the investor would pocket $100. To determine BEY, we take the bond's face value (par) and subtract the actual price paid for the bond:
We then divide $100 by $900 to obtain the return on investment, which is 11%. The second portion of the formula annualizes 11% by multiplying it by 365 divided by the number of days until the bond matures, which is half of 365. The bond equivalent yield is thus 11% multiplied by two, which comes out to 22%.
Related terms:
Bond Valuation
Bond valuation is a technique for determining the theoretical fair value of a particular bond. read more
Bond Yield : Formula & Calculation
Bond yield is the amount of return an investor will realize on a bond, calculated by dividing its face value by the amount of interest it pays. read more
Coupon Equivalent Rate (CER)
The coupon equivalent rate (CER) is an alternative calculation of coupon rate used to compare zero-coupon and coupon fixed-income securities. read more
Equity : Formula, Calculation, & Examples
Equity typically refers to shareholders' equity, which represents the residual value to shareholders after debts and liabilities have been settled. read more
Fixed-Income Security
A fixed-income security is an investment providing a level stream of interest income over a period of time. read more
Fixed Income & Examples
Fixed income refers to assets and securities that bear fixed cash flows for investors, such as fixed rate interest or dividends. read more
Money Market Yield
The money market yield is the interest rate earned by investing in securities with high liquidity and maturities of less than one year. read more
Yield to Maturity (YTM)
Yield to maturity (YTM) is the total return expected on a bond if the bond is held until maturity. read more
Zero-Coupon Bond
A zero-coupon bond is a debt security that doesn't pay interest but trades at a deep discount, rendering profit at maturity when it is redeemed. read more