What does transposing a matrix mean?

Transposing a matrix means swapping its rows and columns. If the original matrix has dimensions m × n, the transposed matrix has dimensions n × m. Element at position (i, j) moves to position (j, i).

What is the maximum matrix size supported?

This tool supports matrices from 1×1 up to 5×5. For larger matrices, consider a dedicated desktop application or a programming library.

Can I transpose a non-square matrix?

Yes. A 3×2 matrix transposes to a 2×3 matrix. The tool handles any rectangular matrix within the 5×5 limit.

Does transposing a matrix twice return the original?

Yes. Applying the transpose operation twice always returns the original matrix, because (A^T)^T = A.

Is my data sent to a server?

No. All computation runs entirely in your browser using JavaScript. No data is transmitted or stored anywhere.

Matrix Transpose Calculator

Enter a matrix (up to 5x5), click Transpose, and see the swapped rows-and-columns result instantly.

Matrix Dimensions

Rows

Columns

Input Matrix (3 × 3)

Transposed Matrix

Click Transpose to see the result.

Copied!

Summary

The Matrix Transpose Calculator lets you flip any matrix over its main diagonal by swapping rows and columns. Enter values into the grid, select your matrix dimensions, and the transposed matrix appears instantly. Supports sizes from 1x1 up to 5x5 and works entirely in your browser with no data sent to any server.

How it works

Choose the number of rows and columns (1–5 each) using the dimension controls.
Type your matrix values into the input grid that appears.
Click the Transpose button to swap all rows and columns.
The original matrix and the transposed result are shown side by side.
Click Copy Result to copy the transposed matrix as tab-separated text.

Use cases

Check homework or exam answers involving matrix transposition.
Prepare transposed data matrices for linear algebra calculations.
Verify rotation or transformation matrices in graphics and game development.
Flip a dataset table from row-major to column-major layout.
Explore how transposition changes symmetric vs. asymmetric matrices.
Quickly reformat tabular data for spreadsheet import.

Frequently Asked Questions

Last updated: 2026-05-29 · Reviewed by Nham Vu