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Weighted decision matrix

Compare two options across two weighted criteria.

Built and maintained by The NumberPrism Editorial TeamEditorial policy

Your details

Results update as you type. The formula and assumptions are explained below the calculator.

Weighted winner

Option A — 72.0 / 100

Option A weighted score72.0 / 100
Option B weighted score64.0 / 100
Margin8.0 points
Criterion weighting60% / 40%

Weights and scores are your own judgement; a margin under five points is close enough to revisit the criteria. This is a thinking aid, not a recommendation.

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How to run a weighted decision

Set the criteria, score the options and read the weighted total.

1

Name the two criteria

Treat criterion 1 as the factor you care about most, such as cost or quality.

2

Set the weight

The second criterion receives the remaining percentage.

3

Score and compare

Rate each option from 0 to 10 and check whether the margin is meaningful.

What does this tool do?

A decision matrix stops one loud criterion from deciding everything. Weigh two criteria, score both options from 0 to 10 and see which option wins on the weighted total.

The Formula

Weighted score = (score 1 × weight + score 2 × (100 − weight)) ÷ 10, with scores 0–10 and weight as a percentage

Frequently Asked Questions

How do I choose the weights?

Give the criterion that matters most a higher percentage; the second weight is the remainder. If the verdict flips when the weights move slightly, the decision is closer than it looks.

What if the scores are close?

Gather one more piece of evidence or add a third criterion in a full matrix. A margin under five points rarely justifies a strong preference.