## What is the Current Yield?

The **Current Yield** measures the expected annual return of a bond and is calculated by dividing the annual coupon by the current market price.

Table of Contents

- How to Calculate Current Yield (Step-by-Step)
- Current Yield Formula
- How to Interpret Current Yield: Bond Price vs. Par Value
- Current Yield vs. Yield to Maturity (YTM): What is the Difference?
- Current Yield Calculator – Excel Model Template
- Step 1. Bond Yield Exercise Assumptions
- Step 2. Current Yield Calculation Analysis
- Step 3. Comparison of Implied Percent Yield (Discount vs. Par vs. Premium Bond)

## How to Calculate Current Yield (Step-by-Step)

The current yield on a bond depicts the annual coupon as a percentage of the market price – which could be higher or lower than par.

**Conceptually, the current yield represents the bondholder’s rate of return if the investment is held for the next year.**

The calculation of the current yield is a straightforward 3-step process:

**Step 1 →**First, the current market price of the bond can be readily observed – in which the bond can either trade at a discount, at par, or at a premium to par.**Step 2 →**Next, the annual coupon must be calculated, which is a function of the bond’s coupon rate, par value, and payment frequency, if applicable (i.e. the coupon rate must be annualized).**Step 3 →**Finally, the current yield formula is equal to the annual coupon payment divided by the bond’s current market price, expressed as a percentage.

## Current Yield Formula

The formula for calculating the current yield on a bond is as follows.

**Current Yield = Annual Coupon ÷ Bond Price**

For instance, if a corporate bond with a $1,000 face value (FV) and an $80 annual coupon payment is trading at $970, then the implied yield is 8.25%.

- Current Yield = $80 Annual Coupon ÷ $970 Bond Price = 8.25%

## How to Interpret Current Yield: Bond Price vs. Par Value

The difference between the current yield and coupon rate of a bond stems from the pricing of the bond diverging from its par value.

In practice, the calculation of the metric is simple and convenient, yet its utility tends to be limited in scope.

The current yield is most often relevant only if the market price deviates from its par value.

**Bond Price < Par Value**→ “Discount” Bond**Bond Price = Par Value**→ “Par” Bond**Bond Price > Par Value**→ “Premium” Bond

Since the price of a bond adjusts based on the prevailing macro conditions and news surrounding the underlying issuer, bonds can be purchased at discounts or premiums relative to par.

- If a bond is trading below its face value (FV), the current yield is
*higher*than the coupon rate. - If a bond is trading at its face value (FV) – i.e. “at par” – the current yield is
*equivalent*to the coupon rate. - If a bond is trading in excess of its face value, the current yield is
*lower*than the coupon rate.

## Current Yield vs. Yield to Maturity (YTM): What is the Difference?

The yield-to-maturity (YTM) is the annualized return expected to be earned on a bond, assuming that the bond is held until the date of maturity.

Moreover, YTM is the internal rate of return (IRR) on the bond and is widely considered a far more useful measure for comparisons among different bonds.

One criticism of YTM is that all coupons are implicitly presumed to be received on time and reinvested at the same interest rate.

The current yield entirely disregards the effects of principal repayment and reinvestment – therefore, the yield metric is not a sufficient standalone measure of the actual yield on a bond.

**Premium Bonds**: The return on premium bonds, i.e. bonds trading at above their par value, is inflated.**Discount Bonds**: By contrast, the implied return is understated for discount bonds, i.e. trading at below their par value.

The only income source considered under the calculation of the metric is the anticipated annual coupon payment – while neglecting reinvestment risks, capital gains/losses, compounding, and the time value of money.

## Current Yield Calculator – Excel Model Template

We’ll now move to a modeling exercise, which you can access by filling out the form below.

## Step 1. Bond Yield Exercise Assumptions

In our illustrative scenario, we’ll assume three bonds were each issued at a face (par) value of $1,000 with an annual coupon rate of 6%.

- Face Value of Bond (FV) = $1,000
- Coupon Rate (%) = 6.00%

Since the annual coupon depends on the bond’s original face value (FV), the coupon can be calculated by multiplying the coupon rate by the FV of the bond.

- Annual Coupon = 6.00% × $1,000
- Annual Coupon = $60

## Step 2. Current Yield Calculation Analysis

However, the current market prices of the bonds are all different, with the bonds trading below par, at par, and above par, respectively:

- Discount Bond = $950
- Par Bond = $1,000
- Premium Bond = $1,050

For each bond, the current yield is equal to the annual coupon divided by the bond’s face value (FV).

- Discount Bond = $60 ÷ $950 = 6.32%
- Par Bond = $60 ÷ $1,000 = 6.00%
- Premium Bond = $60 ÷ $1,050 = 5.71%

## Step 3. Comparison of Implied Percent Yield (Discount vs. Par vs. Premium Bond)

If a bond is trading at par, the implied yield is equivalent to the stated coupon rate – thus, the par bond’s yield is 6%.

But for the discount bond, the yield (6.32%) is higher than the coupon rate, whereas the opposite is true for the premium bond (5.71%).

Conversely, another method to calculate the current yield is to divide the coupon rate by the bond quote (% of par) – with the result then multiplied by 100.