What is the Matrix Division Calculator?

The Matrix Division Calculator allows users to perform matrix division using the formula A÷B=A×B−1A ÷ B = A × B^{-1}A÷B=A×B−1, where B−1B^{-1}B−1 is the inverse of matrix B. By entering two square matrices of the same size, the calculator computes the inverse of matrix B and multiplies it with matrix A to obtain the result. It supports 2x2 and 3x3 matrices and handles cases where the matrix is non-invertible. This tool is useful for students, engineers, and mathematicians who need to solve linear algebra problems, verify calculations, or explore matrix operations quickly.

How to Use:

1. Enter Matrix A: Input all elements of matrix A row-wise, separated by commas. For example, [1,2;3,4] should be entered as 1,2,3,4.
2. Enter Matrix B: Input all elements of a square matrix B row-wise, separated by commas. This matrix must be invertible for division to work.
3. Click “Calculate”: The calculator computes A÷BA ÷ BA÷B by multiplying A with the inverse of B and displays the result.
4. Review the Result: The output shows the resulting matrix, formatted row-wise, which can be used for further calculations or verification.