QualiStocks
Knowledge · Value classic

Margin of safety according to Graham and Dodd

The margin of safety is the gap between the share price and the estimated value. Benjamin Graham only bought at a discount so that errors in the estimate would not immediately mean losses.

At a glance

Formula

Value = EPS × (8.5 + 2g) × 4.4 ÷ Y
Margin = 1 − price ÷ value

8.5 = P/E with no growth · g = expected growth in %
4.4 = AAA yield back then · Y = current AAA yield

Worked example 1: Tesla (Graham formula)

Worked example 2: three stocks compared

StockValuePriceMargin
Porsche SE (net NAV)€42.90€28.42+33.8%
Merck (Graham base)$99$145.27−47%
Tesla (Graham base)$45$354.72−688%
Margin of safety: value versus pricePorsche SE: price of 28.42 euros is 33.8 percent below net NAV of 42.90 euros. Merck: price of 145.27 dollars is about 47 percent above the Graham value of 99 dollars. Tesla: price of 354.72 dollars is far above the Graham value of 45 dollars Margin or premium? Value and price per share, each example on its own scale Porsche SE Net NAV €42.90 €28.42 +33.8% margin Merck Graham value $99 $145.27 −47% margin Tesla Graham value $45 $354.72 −688% margin Value (net NAV or Graham formula) Price Margin = 1 − price ÷ value · negative = price above value · dashed: ⅔ of value
Margin of safety: value versus price

What the number does

Pitfalls

FAQ

  1. How large should the margin of safety be? Graham gave roughly one third as a rule of thumb. The more uncertain the value, the larger the buffer should be. There is no fixed number.
  2. Why do you still use the Graham formula? Because it is a simple, independent cross-check to the DCF. If both agree, the result looks more robust; if they differ, the assumptions deserve a look.
  3. What is a value trap? A stock that looks cheap and stays cheap because the business or governance is the problem. The discount never narrows, so the margin is worthless.

Further reading

Figures from our analyses, see each example for the date. Last updated: Nov 1, 2026.

This content is for information only and is not investment advice. The examples are model calculations based on assumptions and may differ from actual value.

New analyses by email

New analyses every week: the QualiStocks newsletter, free.