Margin of Safety and Valuation Ranges

How to turn an uncertain valuation into a decision, using bear, base, and bull scenarios, a probability-weighted value, and a margin of safety between the price you pay and the value you estimate.

Lesson 5 of 7 · 4 min read · Intermediate · Members · Last reviewed October 2026

The short version

Because value is uncertain, careful investors estimate a range: a bear case where things go poorly, a base case, and a bull case where they go well. Weighting the scenarios by how likely you think they are gives an expected value. A margin of safety means only buying when the price is well below your estimate of value, so that errors and bad luck don't turn into big losses. Warren Buffett has written that if a stock's value is only slightly above its price, he isn't interested in buying. For STU Corp at $50, the base case offers no margin of safety at all.

By the end of this lesson, you'll be able to

  • Build bear, base, and bull scenarios and a probability-weighted value
  • Explain the margin of safety and why it matters
  • Apply a margin of safety to judge whether a price is attractive

Why this matters

The last lesson showed that STU Corp's estimated value could reasonably be anywhere from about $35 to $62 a share. A range like that doesn't tell you what to do on its own. This lesson turns it into a decision rule at the heart of value investing: demand a margin of safety.

Bear, base, and bull

Instead of one set of assumptions, build a few complete stories about the future, each with its own growth, risk, and long-run assumptions:

Worked example: three scenarios for STU Corp
ScenarioThe storyGrowth, years 1 to 5Discount rateLong-run growthValue per share
BearThe biggest customer cuts orders and compatible cartridges arrive5%10.8%2%$28.88
BaseSteady progress, as in the DCF lesson10%9.8%3%$44.69
BullSubscriptions keep surging and the advantage holds14%8.8%3.5%$66.94

If you judged the bear and bull cases each 25% likely and the base case 50% likely, the probability-weighted value would be 0.25 × $28.88 + 0.5 × $44.69 + 0.25 × $66.94 = about $46.30. The probabilities are judgments, not facts, but writing them down makes your reasoning explicit and open to challenge.

The rest of this lesson is for members

Still to come in this lesson: The margin of safety, the key takeaways, and 2 quiz questions with explanations.

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Notes and sources

  1. Berkshire Hathaway Inc.. Warren E. Buffett, 1992 Letter to Shareholders. Checked 2026-10-01.