Show pageOld revisionsBacklinksBack to top This page is read only. You can view the source, but not change it. Ask your administrator if you think this is wrong. ======Amortized Cost Accounting====== Amortized Cost Accounting is a method used to value certain financial assets and liabilities on a company's books. Instead of constantly adjusting an asset's value to its fluctuating market price (a method known as [[fair value accounting]] or mark-to-market), amortized cost starts with the initial purchase price and gradually adjusts it over the asset's life. This adjustment accounts for the amortization of any premium or discount paid at the time of purchase. The primary goal is to smooth out reported earnings by ignoring the short-term volatility of market prices. This method is typically used for debt instruments, like bonds, that a company intends to hold until they mature and collect all the contractual cash flows. It's based on the idea that if you plan to hold a bond to maturity, its day-to-day price swings are irrelevant noise; what matters is the total return you'll collect over its entire life. ===== How Does It Work? A Simple Bond Example ===== The best way to understand amortized cost is to see it in action. Imagine a company buys a bond. The accounting treatment will differ depending on whether they paid more or less than the bond's face value. ==== Buying a Bond at a Discount ==== Let's say a company buys a 5-year bond with a face value of $1,000 for just $950. The bond pays a 4% [[coupon rate]], which is $40 in cash each year. The company plans to hold this bond until it matures. The $50 difference between the purchase price ($950) and the face value ($1,000) is a "discount." It represents an additional gain the company will realize at maturity. Instead of waiting 5 years to book that $50 gain, amortized cost accounting spreads it evenly over the bond's life. - **Annual Amortization:** $50 discount / 5 years = $10 per year. Each year, the company's financial statements will show: * **Interest Income:** The $40 cash coupon PLUS the $10 amortized discount, for a total of $50 in [[interest income]]. * **Book Value Adjustment:** The value of the bond on the [[balance sheet]] (its [[book value]]) increases by $10 each year. It starts at $950, goes to $960 in Year 1, $970 in Year 2, and so on, until it reaches $1,000 at maturity. ==== Buying a Bond at a Premium ==== Now, let's flip the scenario. The company buys a 5-year, $1,000 face value bond for $1,050. It pays a 6% coupon, or $60 in cash per year. The extra $50 paid is a "premium." It's an extra cost that reduces the bond's total return. This premium must be spread, or amortized, over the bond's 5-year life, reducing the reported income each year. - **Annual Amortization:** $50 premium / 5 years = $10 per year. Each year, the company's books will show: * **Interest Income:** The $60 cash coupon MINUS the $10 amortized premium, for a total of $50 in interest income. * **Book Value Adjustment:** The book value of the bond on the balance sheet //decreases// by $10 each year, starting at $1,050 and gradually declining to $1,000 at maturity. ===== Why Should a Value Investor Care? ===== This isn't just accounting jargon; it has massive implications for understanding a company's true financial health and risk profile. ==== Smoothing Out the Noise ==== For certain businesses, like insurance companies or banks that hold vast portfolios of high-quality bonds to match their long-term liabilities, amortized cost can provide a clearer picture of their core operating performance. It prevents the [[income statement]] from being whipsawed by temporary market jitters that have no bearing on the company's long-term strategy of holding these bonds to maturity. This allows an investor to see a more stable, predictable earnings stream. ==== The Hidden Risks - The SVB Story ==== The downside of ignoring market prices is that you can ignore massive, looming problems. The 2023 collapse of Silicon Valley Bank ([[SVB]]) is a terrifyingly perfect case study. SVB held a huge portfolio of long-term government bonds, all accounted for at amortized cost. As interest rates soared in 2021-2022, the //market value// of these bonds plummeted. Because of amortized cost accounting, this colossal loss was not reflected in their reported profits. The bonds sat on their balance sheet at a value close to what SVB paid for them, not what they were actually worth. The paper losses were tucked away in a relatively obscure part of the equity section called [[Accumulated Other Comprehensive Income (AOCI)]]. The problem became a disaster when depositors panicked and started pulling their money out. To meet these withdrawals, SVB was forced to sell these bonds, turning the huge "unrealized" paper losses into catastrophic //realized// losses. This wiped out their equity and triggered the bank's failure. Amortized cost hid the risk in plain sight. ===== Capipedia’s Quick Take ===== Amortized cost is a double-edged sword. It can be a legitimate tool for reflecting a conservative, long-term investment strategy, but it can also mask enormous risks just below the surface. For the savvy value investor, this creates an opportunity. * **Look Beyond the Headlines:** Don't take a company's reported earnings and book value at face value, especially for financial institutions. * **Read the Footnotes:** Dig into the annual report. Companies must disclose the fair value (market value) of their securities held at amortized cost. Comparing this to the stated book value can reveal huge hidden losses (or gains). * **Understand the Risk:** A large gap between amortized cost and fair value, like the one at SVB, is a massive red flag. It signals that the company is vulnerable to rising interest rates and could face a liquidity crisis if forced to sell. Analyzing these disclosures is a core skill for investing in financial companies, a sector where titans like [[Warren Buffett]] have found immense value.