Reasoning Practice · Intermediate

The risks do not add up

A team estimates a 25% chance that the project will be late. When asked separately, it gives 20% to supplier delay, 20% to testing delay and 15% to staffing delay, with overlap left undefined.

Your decision

What should the team do next?

  1. A

    Keep every number because separate estimates are always more accurate.

  2. B

    Define overlap and reconcile the component risks with the total probability using comparable project data.

  3. C

    Choose the highest component probability as the total risk.

Show the best first move

B. Define overlap and reconcile the component risks with the total probability using comparable project data.

Why this move helps

Decomposed risks can receive more probability than the undivided event. Reconciliation and a reference distribution make the forecast internally checkable.

Evidence still missing

  • How risk categories overlap.
  • The frequency of each cause in comparable projects.
  • A rule for combining component estimates.

Evidence note

Subadditivity is a useful lens for inconsistent whole-versus-part estimates. The numbers may also reflect unclear definitions rather than a stable cognitive effect.

Next action

Create mutually clear risk definitions and reconcile the total before publishing the forecast.

Best first lens

Subadditivity Effect

Use the lens to ask a better question. It does not prove that a person or team has a cognitive bias.

Read the evidence review

Other defensible lenses

The situation may have more than one explanation.

Continue the path

Situation → skill → technique → action.

SituationForecasting under uncertainty

Make a forecast that can later be checked, updated and learned from.

Open situation →
SkillForecasting

You can produce forecasts that are easier to challenge, compare and learn from later.

Build this skill →
TechniqueBase-rate check

Compare a vivid case with the broader frequency or distribution that should inform the judgment.

Run the technique →

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