Matriz Antissimétrica?
- Created by
- Renato Passos, Eng. de Software
- Reviewed by
- Renato Passos, Eng. de Software
Last updated: Apr 18, 2026
Formula
antisimétrica
About this calculator
The anti-symmetric matrix calculator is an online tool that helps to check if a matrix is anti-symmetric. A matrix is considered anti-symmetric if its transpose is equal to the negative of the original matrix. That is, A^T = −A.
This calculator is useful in various situations, such as when working with linear systems of equations or when you need to find the inverse of an anti-symmetric matrix.
To use this calculator, simply enter the matrix in the corresponding field and click the 'Calculate' button. The response will be displayed soon, indicating whether the matrix is anti-symmetric or not.
Remember that the matrix must be square and have dimension p x p, where p is a positive integer.
Frequently asked questions
What is an anti-symmetric matrix?
An anti-symmetric matrix is a matrix whose transpose is equal to the negative of the original matrix, that is, A^T = −A. This means that the matrix has only symmetric elements on the main diagonal and anti-symmetric elements in other elements.
How can I use this calculator?
Just enter the matrix in the corresponding field and click the 'Calculate' button. The response will be displayed soon, indicating whether the matrix is anti-symmetric or not. Remember that the matrix must be square and have dimension p x p, where p is a positive integer.
What happens if I insert a matrix that is not square?
If you insert a matrix that is not square, the calculator will not be able to check if the matrix is anti-symmetric. Make sure that the matrix is square and has dimension p x p before using this calculator.
Why is it important to check if a matrix is anti-symmetric?
Checking if a matrix is anti-symmetric is important because it can help ensure that the linear system of equations is well-defined and that the matrix inverse is calculated correctly.
What is the transpose of a matrix?
The transpose of a matrix is a matrix obtained by swapping the rows and columns of the original matrix.