Matrix Calculator
Free online matrix calculator: determinant, inverse, rank, trace, transpose, RREF and eigenvalues for matrices up to 6×6, plus A±B, A×B and B×A. Runs entirely in your browser.
How to Use Matrix Calculator
This matrix calculator analyzes a single square or rectangular matrix (determinant, rank, trace, inverse, transpose, reduced row echelon form and eigenvalues) and also performs operations on a pair of matrices A and B: A+B, A−B, A×B, B×A, det(A), det(B) and the inverses. Everything is computed locally in your browser — nothing is uploaded.
- Pick a mode with the tabs: "Single matrix" analyzes one matrix, "A · B operations" gives you two editable matrices and their combinations.
- Set the size freely from 1×1 up to 6×6 with the Rows and Columns steppers — the grid keeps the values you already typed when it grows or shrinks.
- Type numbers into the cells: integers (3), decimals (1.5, 2.25) and fractions (1/2, -3/4) all work. Invalid or empty cells are highlighted in red.
- Results update as you type: scalars (determinant, rank, trace, eigenvalues) appear as bold values and matrices as formatted tables. Square-only operations explain themselves when the matrix is rectangular, and a singular matrix shows a clear note instead of an error.
- Use the 2×2 or 3×3 example buttons to load ready-made matrices, Clear to empty the grid, and the small copy icon on any card to copy the result as LaTeX-style text (\begin{bmatrix} … \end{bmatrix}).
For A×B the column count of A must equal the row count of B, while B×A needs the reverse — different shapes give you both products. Determinant of 0 means no inverse exists; lower the rank below the matrix size is the quickest way to construct such a case on purpose.
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