Examples of Fair Value Measurement (Levels 1, 2, 3) (CFA Level 1): Level 1: Fair Value from Quoted Market Prices and Level 2: Valuation Using Observable Inputs (Other Than. Key definitions, formulas, and exam tips.
Fair value measurement plays a crucial role in how companies report and analyze their balance sheet items. It’s all about determining an asset or liability’s exit price—what you would receive or pay if you were to sell an asset or transfer a liability under normal market conditions at the measurement date. Under both IFRS 13 and US GAAP (ASC 820), fair value measurements follow a three-level valuation hierarchy, each reflecting varying degrees of data availability and subjectivity in determining fair value.
In practice, identifying the appropriate level can be somewhat tricky—especially when your asset has sporadic trading activity or sits somewhere in between an active market and a nearly invisible one. By the time you wrap up your analysis of fair value disclosures, you’ll have a better sense of how market data availability might affect the confidence you have in any reported valuation.
Anyway, let’s walk through each fair value hierarchy level and see how it might look in real-world examples.
Level 1 fair value measurements use quoted (unadjusted) prices in active markets for identical assets or liabilities. Think liquid equity shares on a major exchange. If you own a share of a company that’s traded daily on the NYSE, you can simply take that day’s closing price and multiply it by how many shares you hold. Boom, you have the fair value. This is often considered the gold standard of valuation because you have direct, timely market data that’s readily observable.
Suppose your firm owns 10,000 shares of a large technology company that trades on the NASDAQ. On the balance sheet date, the shares close at $150 each. The fair value is straightforward:
The key advantage here is minimal subjectivity. Since you have a direct market quote, you don’t need to do fancy calculations or guess at potential discount rates. One super practical note: If you’re analyzing a company with heavy Level 1 assets, it usually implies they’re holding a lot of liquid, easy-to-value instruments, which might reduce your concerns about random management assumptions creeping in.
Level 2 fair values leverage inputs other than quoted prices for the exact asset or liability. The company might rely on comparable bond prices, yield curves, or other market-corroborated data for a similar financial instrument.
Let’s say your firm holds a corporate bond with a face value of $1,000,000. You have a decent idea of its credit rating, maturity, and coupon. However, this particular bond didn’t trade yesterday, so there’s no direct last trade price.
To handle that, you might use a matrix pricing model, which basically looks at observable bond data from similar issuers or bonds with comparable credit risk and maturity. You observe:
Based on these comparables, you might estimate your bond’s fair value at somewhere around 101.5% of par. Thus, the fair value would be:
This approach is more subjective than Level 1 but still anchored by a decent volume of observable market data. You might have to fiddle with some yield assumptions, but you can defend your approach by referencing those similar assets.
Level 3 is like the wild west of fair value measurement. You’re using unobservable inputs (i.e., data that’s not readily gleaned from the market) and making judgments or estimates based on your internal models and assumptions. Management must disclose which valuation technique they used—common examples include Discounted Cash Flow (DCF) or Net Asset Value (NAV)—along with any significant unobservable inputs (growth rates, discount rates, projected margins, and so on).
Imagine your firm invests in a startup that develops AI-driven medical devices. There’s no active market for these shares, so you can’t just go check yesterday’s quote like you might for a publicly traded company. You choose a DCF approach to project the startup’s cash flows over the next 10 years. But you know how it is with startups: forecasting is part science, part guesswork. You might incorporate:
From these inputs, you might come up with a present value that puts the total equity value at, say, $25 million. Your stake is 10%, so you record $2.5 million as the fair value. But you’ll also provide disclosures about how a 1% change in the discount rate or a deviation in projected cash flows by 10% could alter that valuation by, let’s say, hundreds of thousands of dollars.
Level 3 valuations inherently invite a lot of scrutiny from analysts and regulators because of the healthy dose of subjectivity. If you’re analyzing a company, it’s wise to read the footnotes describing how they pinned down those DCF assumptions. You might spot potential red flags such as overly optimistic revenue forecasts or discount rates that appear out of line with industry norms.
There’s a reason IFRS 13 and ASC 820 require disclosures about each level of fair value measurement. When valuations rely on unobservable inputs (Level 3), the risk of error, bias, or outright manipulation is significantly higher. As an analyst, you want to gauge how much of a company’s reported fair value depends on market reality versus how much is based on management’s best guess.
I remember a particular instance (well, more than one, actually!) analyzing a private equity fund that held a handful of small startups. The footnotes said the valuations were “based on net asset value.” But I noticed year-over-year that the discount rate used for certain Tier-2 biotech holdings hadn’t budged at all, even though the industry had seen a bunch of changes, including regulatory shifts and increased competition. That was a red flag for me: Either the company had perfect foresight or they’d gotten a bit complacent in updating their assumptions. So for me, this was a gentle reminder to dig deep into those Level 3 disclosures.
Often used for bonds. You build a “matrix” of comparable bond yields and prices, adjusting for differences in credit rating, maturity, or coupon. Then you interpolate or weigh the data to arrive at your bond’s estimated fair value.
Projects future cash flows and discounts them back to the present. Especially relevant for private companies, intangible assets, or investment property where you don’t have direct market quotes. The discount rate can be derived using models like CAPM (Capital Asset Pricing Model), or from typical industry cost of capital references like Ibbotson’s Valuation Handbook.
You sum up the fair value of underlying assets and then subtract any liabilities. Commonly seen in private equity funds, real estate investment trusts (REITs), or other investment vehicles. This method, though, can incorporate a lot of Level 2 or 3 data if the underlying assets themselves don’t have active markets.
You assume a future sale at some multiple of revenue, EBITDA, or net income. This approach is used in private company valuations or in M&A scenarios. You pick the multiple by referencing observed transaction data from comparable companies, typically adjusting for size, growth rates, and risk profiles.
Under IFRS 13 and ASC 820, companies must disclose:
The last point is huge for analysts, because it reveals the potential range of outcomes. If a 1% shift in the discount rate changes your valuation by 20%, that’s a big sign that shareholders and stakeholders should keep an eye on those assumptions.
Below is a simple Mermaid diagram illustrating how different levels of fair value measurement align based on data availability.
graph LR
A["Level 1 <br/>(Quoted Prices <br/>in Active Markets)"] --> B["Level 2 <br/>(Observable Inputs <br/>for Similar Items)"]
B --> C["Level 3 <br/>(Unobservable Inputs)"]
C --> A
Looking into these materials can give you a sense of how real-world companies handle fair value measurement, especially when it comes to disclosing unobservable inputs and sensitivity analyses.
Feel confident about sorting your assets by fair value hierarchy? Great! Keep an eye on those disclosures for potential red flags and be especially cautious with valuations that rely on layers of assumptions. Mastering these distinctions can strengthen both your financial statement analysis skills and your potential exam performance. Good luck!
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