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What Is the Effective Interest Rate Method of Amortization?


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    Highlights

  • The effective interest method amortizes bond discounts to interest expense, increasing the bond's book value and interest expense over time
  • It considers the bond's purchase price for a more accurate interest rate than just par value
  • For investors, it better reflects actual returns, and for borrowers, it shows true costs without factoring in inflation
  • This method is preferred for its accuracy in calculating interest on bonds compared to the straight-line approach
Table of Contents

What Is the Effective Interest Rate Method of Amortization?

Let me explain the effective interest rate method of amortization directly: it's an accounting practice I use to discount a bond, especially when it's sold at a discount or premium. You amortize the bond discount or premium to interest expense over the bond's life.

Understanding the Effective Interest Rate Method

I prefer the effective interest rate method for amortizing a bond's discount, as it gradually expenses it over time. Under this approach, the interest expense in any accounting period ties directly to the bond's book value at the start of that period. As the book value rises, so does the interest expense.

When you sell a discounted bond, you have to amortize that discount to interest expense throughout the bond's life. Using the effective interest method, you debit the discount on bonds payable and move it to the interest account. This makes the interest expense higher in each period than the actual interest paid annually.

Take this example: suppose there's a 10-year $100,000 bond issued with a 6% semiannual coupon in a 10% market, sold at a discount for $95,000 on January 1, 2017. You amortize the $5,000 discount to interest expense over the bond's life.

This method increases the bond's book value from $95,000 on January 1, 2017, to $100,000 by maturity. The issuer pays $3,000 in interest every six months, crediting the cash account on June 30 and December 31.

Evaluating a Bond’s Interest

You use the effective interest method to evaluate a bond's interest because it factors in the purchase price, not just the par value. While some bonds pay no interest until maturity, most have a fixed annual coupon rate, which is the interest as a percentage of par value.

Par value is just the bond's face value at issuance. For a $1,000 par bond with a 6% coupon, it pays $60 yearly. But par doesn't set the selling price—bonds with higher coupons sell above par as premiums, and lower ones sell below as discounts, affecting the actual interest rate.

If that bond sells for $800, the $60 payments yield 7.5% effectively ($60 divided by $800). If rates drop to 4% and it sells for $1,200, the effective rate falls to 5%, offsetting some of the higher coupon's benefit.

What Does the Effective Interest Rate Tell You?

In accounting, this method looks at an asset's book value and its related interest. In lending, it might mean annual interest with compounding more than once a year. In finance, it's the yield based on purchase price—all connected through effective rates.

It contrasts with nominal or real rates by considering purchase price and compounding. For you as a lender or investor, it shows actual returns better than nominal. For borrowers, it reveals true costs. Essentially, it's the nominal return on the actual investment.

In bond accounting, it's the yield at issuance. Assets with more frequent compounding have higher effective rates—monthly beats yearly. But unlike real rates, it ignores inflation; a 2% effective rate with 1.8% inflation means 0.2% real.

Benefits of Effective Interest Rates

The main benefit is accuracy: it gives you the real interest earned on an investment or paid on a loan, like a mortgage. In bonds, it calculates the true rate based on book value at period start, and if value drops, so does interest.

You often use it for government or corporate bonds; higher stated rates mean premiums, lower mean discounts. It reflects actual interest over time, better than straight-line methods, though you recalculate monthly, which is a drawback but ensures precision for financial impacts.

What Is the Difference Between the Effective Interest Rate and the Stated Interest Rate?

When you buy or sell a bond not at face value, the effective rate differs from the stated one—whether premium or discount. For a $10,000 face bond bought at $9,500 with $500 interest, it's 5.26% effective, not 5%. For mortgages, it's the APR, including compounding and costs.

What Method Is Preferred for Amortizing a Bond?

I stick with the effective interest rate method as preferred; it ties interest expense to the bond's starting book value per period, increasing both as value rises.

What Does Effective Interest Rate Mean?

It varies by context: in accounting, it's book value and interest relation; in lending, compounded annual rate; in finance, purchase-based yield.

What Is the Benefit of the Effective Interest Rate Method?

Simply, it's more accurate for actual interest on instruments or loans.

The Bottom Line

When a bond's price differs from par, it affects the paid interest rate, which is the effective rate accounting for price and compounding. This makes it a better indicator of return than nominal rates.

Key Takeaways

  • The effective interest method discounts or writes off a bond.
  • Bond discount amortizes to interest expense over the bond’s life, increasing book value and interest expense.
  • It factors in purchase price, not just par value.
  • For investors, it shows actual returns better than nominal; for borrowers, true costs; it ignores inflation.

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