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Lesson 4 of 7
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Lesson 4 · 7 min

The Graham Number

Benjamin Graham's simple formula for finding undervalued stocks — and when to trust it.

In this lesson you'll learn
Who Benjamin Graham was and why his ideas endure
The Graham Number formula and how to calculate it
When the Graham Number is a reliable signal
The types of companies it does and doesn't apply to

Who was Benjamin Graham?

Benjamin Graham (1894–1976) is widely considered the father of value investing. His books — Security Analysis (1934) and The Intelligent Investor (1949) — became the foundational texts of fundamental investing. His most famous student, Warren Buffett, called him "the greatest investment mind of his time."

Graham's core philosophy: only buy a stock when its price represents a significant discount to its intrinsic value. He developed several quantitative tests for identifying such discounts, and the Graham Number is one of the simplest and most durable.

Graham's rules were designed for defensive investors — people who want to protect capital first and earn a return second. His methods are deliberately conservative, designed to filter out speculation and give a wide margin of safety.

The Graham Number formula

Graham's formula combines two key measures of a company's value into one number: its earnings power (EPS) and its asset value (Book Value Per Share).

The formula
Graham Number = sqrt(22.5 × EPS × Book Value Per Share)
Where 22.5 = 15 (max P/E) × 1.5 (max P/B)
EPS
$5.00
Trailing 12-month earnings per share
BVPS
$40.00
Book value per share (total equity / shares)
= Graham #
sqrt(22.5 × 5 × 40) = sqrt(4,500) ≈ $67.08
Upper limit of fair value

If the stock trades below $67.08, it meets Graham's defensive price threshold. If it trades above, Graham would consider it too expensive for a defensive investor.

Where the 22.5 comes from

Graham believed a defensive investor should never pay more than 15× earnings (P/E <= 15) or more than 1.5× book value (P/B <= 1.5). He combined these two limits into a single formula:

Max P/E of 15

At the time Graham wrote (1940s–1970s), 15× earnings was considered fair value for a stable business. Lower-risk, defensive stocks should never trade at a speculative premium.

Max P/B of 1.5

Graham liked companies trading near their tangible book value — what you'd receive if the company were liquidated. Paying no more than 1.5× this provides a floor.

15 × 1.5 = 22.5. The square root is taken because we're multiplying EPS and BVPS (which are in dollars), and we need the result to also be in dollars per share, not dollars squared.

When to use it — and when not to

Works well for:
Mature, asset-heavy businesses (manufacturers, retailers, banks, insurers)
Dividend-paying value stocks with stable earnings
Companies with meaningful book value (physical assets)
Defensive sectors: consumer staples, utilities, financials
Less reliable for:
×
Technology and software companies (low/negative book value)
×
High-growth companies (P/E > 30 is often justified by growth)
×
Pre-profit companies (negative EPS makes the formula invalid)
×
Companies with large intangible assets (brands, IP, software)
Quick Knowledge Check
3 questions · test what you've just learned
1

A stock has an EPS of $4 and a Book Value Per Share of $30. What is its Graham Number?

2

Why is the Graham Number generally NOT reliable for valuing technology or software companies?

3

A stock's Graham Number is $45 and it currently trades at $38. What does this suggest?

✓ Key takeaways from Lesson 4
Graham Number = √(22.5 × EPS × Book Value Per Share) — stocks below this are potentially undervalued.
22.5 reflects Graham's conservative limits of P/E ≤ 15 and P/B ≤ 1.5.
Most useful for stable, asset-heavy businesses; unreliable for tech and growth companies.
BriMindInvest's Intrinsic Value tool shows the Graham Number alongside DCF estimates for easy comparison.
See Graham Numbers for any stock on BriMindInvest

Our Intrinsic Value tool calculates the Graham Number alongside DCF valuations — giving you multiple data points in one place.

Intrinsic Value Tool →
← Lesson 3: Discounted Cash Flow (DCF) ExplainedLesson 5: PEG, Price/Sales & Other Multiples