Matrix Transpose Calculator
Enter an m×n matrix and instantly get its transpose as a table, with the original size, transposed size, and whether the matrix is symmetric.
Input
Enter a matrix to compute its transpose, swapping rows and columns. Treat each line as one row, separating elements with spaces or commas.
One line per row. Separate elements with spaces or commas.
Result
Transposed size
3×2
Original size
2×3
Transposed size
3×2
Symmetric
No
Transposed matrix
| 1 | 4 |
| 2 | 5 |
| 3 | 6 |
How it works
- The transpose swaps the rows and columns of a matrix. The transpose Aᵀ of an m×n matrix A is an n×m matrix where the (i,j) entry of A becomes the (j,i) entry of Aᵀ.
- Each line of the input is treated as one row of the matrix; elements may be separated by spaces, tabs, or commas. Blank lines are ignored.
- Every row must have the same number of columns. Ragged rows or non-numeric entries produce an error.
- A square matrix is reported as symmetric when A = Aᵀ; non-square matrices are never symmetric.
- Integers, decimals, and negative numbers are all supported.
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Matrix Transpose Calculator