Productivity and Utilities

Decision Matrix Calculator

Compare options on weighted criteria and get a ranked result with the working shown.

Weigh your criteria, score each option from 0 to 10, and see which option wins with a weighted average you can check by hand. Print the matrix or copy the results.

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2. Options to compare

Between 2 and 8 options. Score each one from 0 to 10 in the table below.

    1. Criteria and weights

    Up to 12 criteria. A bigger weight means the criterion matters more. Weights can be any positive numbers, such as 1 to 5 or percentages.

      3. Scores (0 to 10)

      Every option needs a score on every criterion. Use 0 when an option does not meet a criterion at all.

      Keeps the matrix in this browser only (localStorage). Nothing is uploaded. Untick it to delete the saved copy.

      Preview

        Add criteria, options and scores to see the matrix.

          Everything is made in your browser. Nothing you type is uploaded.

          Next step

          How to use the decision matrix calculator

          1. List your criteria, the things that matter, and give each a weight. A criterion with weight 5 counts five times as much as one with weight 1.
          2. List the options you are choosing between, from two to eight.
          3. Score every option on every criterion in the Scores table, from 0 to 10. Decimals such as 7.5 are fine. Use 0 when an option does not meet a criterion at all.
          4. Read the ranking and the top choice. The score shown for each option is its weighted average on the 0 to 10 scale.
          5. Press Print, Download PDF or Download CSV to keep the matrix, or Copy results for a short summary.

          How the weighted average is calculated

          For each option, the tool multiplies the score on every criterion by that criterion's weight, adds the products, and divides by the total of the weights. The result is the weighted average, on the same 0 to 10 scale as the scores. A weight of 5 with a score of 7 contributes 35 to the sum.

          Take three criteria with weights 5, 4 and 2.5, which total 11.5. Option A scores 7, 9 and 8, so its sum is 5 x 7 + 4 x 9 + 2.5 x 8 = 91, and 91 / 11.5 = 7.91. Option B scores 9, 6 and 5 for a sum of 81.5 and an average of 7.09. Option C scores 6, 8 and 9.5 for a sum of 85.75 and an average of 7.46. Option A ranks first, then C, then B.

          The sums are calculated exactly with integers, and only the displayed average is rounded, half up to two decimals. Ranking uses the exact totals, not the rounded averages, so two options only tie when their totals are really equal. A tie is reported as a tie instead of picking one for you. Multiplying every weight by the same number changes nothing, so weights can be written as 1 to 5, as percentages or as points.

          Choosing criteria and weights well

          A weighted matrix is only as good as its inputs. Pick criteria that are independent of each other, because counting the same advantage twice under two names inflates it. Keep the list short, usually five to eight items, and write each so that a higher score is better. For a cost criterion, score a cheaper option higher.

          Set the weights before you score the options, so you are not tempted to adjust them until your favorite wins. If the result surprises you, that is useful: either the weights do not match what you care about, or your favorite has a weakness you were ignoring. Try changing the weights a little and see whether the ranking is stable.

          Limits and privacy

          The matrix ranks options by the numbers you give it. It does not know the facts, cannot judge whether your scores are fair, and is a thinking aid and not a substitute for professional advice on a medical, legal or financial decision. Up to 12 criteria and 8 options are supported. Everything runs in your browser and nothing is uploaded. For a quick sort of tasks rather than options, use the Eisenhower matrix.

          Assumptions and limits

          • Scores run from 0 to 10 with up to two decimals, and every option must have a score on every criterion.
          • Weights can be any positive numbers with up to two decimals. Only their proportions matter.
          • The weighted average is the weighted sum divided by the total of the weights. It is shown rounded half up to two decimals, while ranking uses the exact totals.
          • The result reflects your inputs. The tool does not verify the scores, and it is not professional advice on important decisions.

          Formulas reviewed October 10, 2026. See the calculation methodology for how SumPanda rounds, tests and sources its formulas.

          Frequently asked questions

          What is a weighted decision matrix?

          It is a table that scores each option against several criteria, with each criterion given a weight for how much it matters. The weighted scores are combined into one number per option so you can rank the choices.

          How do I choose the weights?

          Rank what matters most to you and give bigger numbers to the more important criteria, such as 5 for price and 2 for appearance. Only the proportions matter, so 5 and 2 act the same as 50 and 20.

          What happens if two options tie?

          They share first place and the result says Tie for first. The ranking compares exact totals, so a tie appears only when the totals are truly equal, not because of rounding.

          Why must every box have a score?

          A blank would silently count as zero and could change the ranking without you noticing. Requiring every score makes the comparison fair, and you can enter 0 on purpose when an option fails a criterion.

          Is my decision data uploaded?

          No. Scores, ranking, PDF and CSV are all produced in your browser. Optional saved matrices stay in this browser only. A SWOT analysis can help you find the criteria first.