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What Is the Effective Interest Method of Amortization?

Using the same format for an amortization table, but having received $91,800, interest payments are being made on $100,000. The initial journal entry to record the issuance of the bonds and the final journal entry to record repayment at maturity would be identical to those demonstrated for the straight line method. However, each journal entry to record the periodic interest expense recognition would vary and can be determined by reference to the preceding amortization table. For instance, on March 5, 2014, Tesla Inc. (TSLA) issued $1.2 billion in fixed-rate bonds ($1,000 face value each, so 1.2 million bonds) with a maturity date of March 01, 2021, and a fixed coupon rate of 1.25%, payable semi-annually. So each bond of $1,000 pays $12.50 per year, but the average investor may be looking for something like 7%, or 10%, depending on what else is available in the market, so let’s say the investor paid $625 for one of the $1000 bonds. The $12.50 per year in interest on a $625 investment is still only a 2% return, but when (if) the bond matures 7 years later, the investor also gains an additional $375 over what was paid for the bond.

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Let’s assume that just prior to selling the bond on January 1, the market interest rate for this bond drops to 8%. Rather than changing the bond’s stated interest rate to 8%, the corporation proceeds to issue the 9% bond on January 1, 2023. Since this 9% bond will be sold when the market interest rate is 8%, the corporation will receive more than the bond’s face value.

Wealth Management Strategies Involving Amortizable Bond Premiums

Our calculations have used what is known as the effective-interest method, a method that calculates interest expense based on the carrying value of the bond and the market interest rate. The effective interest amortization method is more accurate than the straight-line method. International Financial Reporting Standards (IFRS) require the use of the effective-interest https://www.bookstime.com/ method, with no exceptions. As illustrated, the $1,007,000, 5-year, 12% bonds issued to yield 14% were sold at a price of $92,976, or at a discount of $7,024. The table below shows how this discount is amortized using the effective interest method over the life of the bond. A diversified bond portfolio is essential to managing risk and maximizing returns.

Issued When Market Rate Equals Contract Rate

The amount of amortization is the difference between the cash paid for interest and the calculated amount of bond interest expense. The market value of an existing bond will fluctuate with changes in the market interest rates and with changes in the financial condition of the corporation that issued the bond. For example, an existing bond that promises to pay 9% interest for the next 20 years will become less valuable if market interest rates rise to 10%. Likewise, a 9% bond will become more valuable if market interest rates decrease to 8%.

To calculate the amortizable bond premium using the straight-line method, divide the total bond premium by the number of years until maturity. The result is the annual bond premium amortization, which remains the same each year. Now that you understand the effective interest rate method of amortizing when the effective interest rate method is used, the amortization of the bond premium bond premiums and discounts we’ll move on to other long-term liabilities. Assume that Discount Corp. issues 100, five-year, semi-annual, $1,000 bonds with an 8% coupon during a period of time when the market rate is 10% and so receives $92,278 because the coupon rate is lower than the market rate.

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