Coupon Payments

Coupon payments refer to the payment of a dollar amount of annual interest associated with a bond. The amount is paid to its holder until it reaches maturity. It forms an integral part of supplementary fixed income for retirees as they receive periodic payments from it in addition to their pension.

The interest payment gets scheduled either annually, half-yearly, quarterly, or monthly, i.e., per the agreement between the bond issuer and the bondholder. Issuers fix the interest rate at the time of the issuance of bonds. Therefore, the interest rates do not vary even when exchanged from one hand to another.

• A coupon payment is a recurring interest payment to the bondholder until the bond matures.
• For low-risk-taking investors and retirees, these payments form a safe and steady source of income received at regular intervals in addition to other income and pension receipts.
• If one has to calculate the coupon payment, then one must use the below coupon payment formula: Coupon payment = face value * (annual coupon rate/number of payments per year)
• It can get divided into four types, namely: fixed coupon payment, variable coupon payment, deferred Coupon-Payments & accelerated coupon payments.

Coupon payments refer to the interest paid by the bond issuer to the bondholder at regular intervals till the maturity date of the bonds. These payments are strong incentives for investors drawn to low-risk-based investments. This remittance name came from earlier bond issuers who used to offer a paper coupon for every bond issued to the investor as a mark of bond ownership.

The number of coupons issued informed the investors whether they received regular compensation for their bonds. Moreover, issuers assign an expiry date called the maturity date on every bond. As soon as the bond reaches maturity, issuers repay the principal. Moreover, the time taken by the bond to mature gets termed a bond term. The bond term could reach from one year up to 30 years.

Traditionally, a longer bond term means higher coupon remittance. Furthermore, if the bond's risk increases, the investor gets a higher interest rate and coupon remittance. However, at the time of payment of bond issuance, its price becomes its face value.

The bond issuer normally pays a percentage of the bond's face value yearly to the bondholder. This percentage is called a coupon rate. It determines the total dollar amount paid as coupon remittance to the bondholder. Depending on the term, the investor gets the bond's full face value on maturity.

Most bondholders today choose to preserve electronic records of their bond ownership, including both investors and issuers. However, the phrase "coupon" has continued to refer to a bond's nominal yield.

One can divide bond coupon payments into four types based on the bond type and bond interest as given below:

#1 - Fixed

Under it, the coupon rate remains constant, so an investor receives a fixed remittance every period.

#2 - Variable

Here, one may link the coupon rate to reference interest rates like LIBOR (London Inter-Bank Offered Rate) that keep varying. Hence, the rate varies, leading to variable payment of the amount to the bondholder.

#3 - Deferred

If the starting remittance of the coupon gets deferred or delayed for a particular period, it gets called deferred payment.

#4 - Accelerated

Here, one gets the highest coupon remittance in the initial coupon phase, which decreases over the bond's lifetime.

Evergrande coupon payments & Credit Suisse coupon payments belong to China Evergrande Group & Credit Suisse, respectively.

Every payment depends on the bond term for an investor to get the interest in installments. Hence, one should know to calculate the remittance using the coupon payments calculator or the below coupon payment formula:

Coupon payment = face value * (annual coupon rate/number of payments per year)

Using the above formula, one can easily calculate the periodic coupon remittance related to all types of bonds by inserting the value of several remittances every year on the bond.

However, one must note that:

A bond's coupon rate remains constant for the entire duration of the bond term.

The current yield varies with the variation in a bond's market value.

Therefore, one must also be able to calculate the current yield for a bond using the below formula:

Current yield = annual coupon payments/market value of the bond

Moreover, an investor must note that if they don't buy a bond at its face value, they must be aware of its current yield while assessing its yield to call or maturity.

Example #1

Let us look at an example to understand the topic. Suppose Alex purchases a bond having 30 years maturity period. It has a face value of $ 2000, having a fixed coupon rate of 5%. And has the agreement to pay an annual dollar interest in monthly installments. Then one shall use the formula:

Coupon payment = face value * (annual coupon rate/number of payments per year)

As per the bond-term, face value of bond= $2000, annual coupon rate = 5%, and number of remittance per year = 12

Therefore, Coupon Remittance = 2000 *(5%/12) = 10000/1200=$ 8.33

Or, monthly Coupon payment = $8.33

Hence, Alex will get a monthly dollar amount of 8.33 for thirty years of the bond term.

Example #2

Let us take yet another illustration. For instance, a $1,000 bond yields $80 yearly at an 8% payment. The investor will receive $40 twice yearly because these interest payments are normally semiannual.

Since beneficiaries can sell their bonds before they mature, causing changes in their market value, the current yield, also known as the yield, often differs from the bond's coupon or nominal yield. For instance, the 8% yield on the $1,000 bond means that the bond's current and nominal yields are 8%. However, if the bond trades for $800 later, the current yield rises to 10% ($80 $800). On the other hand, the coupon rate is constant because it is based on the face value and the annual coupon remittance. Here, both are fixed.

Here, annual coupon remittance divided by the bond's face value equals the coupon rate or nominal yield.

Annual payments divide bond market value equals current yield.

Using the present yield, one can calculate other metrics, including the yield-to-maturity ratio and other similar ratios.

This article has been a guide to what are Coupon Payments. Here, we explain them in detail with their formula, types, and calculation examples. You may also find some useful articles here -

• Coupon Bond Formula
• Coupon Bond
• Coupon Rate Formula