Matrix Inverse Calculator
Professional Tool for Computing Matrix Inverses with Multiple Methods
About Matrix Inverse
Definition: The inverse A⁻¹ of matrix A satisfies A × A⁻¹ = I (identity). Requirements: Matrix must be square (n×n) with det(A) ≠ 0. Applications: Solving linear systems, computer graphics, cryptography, control systems, statistics, and machine learning.
Input Matrix A
2×2
3×3
4×4
5×5
6×6
Use Tab to navigate cells. Supports decimals and negative numbers.
Settings & Actions
Precision for displaying results only. Calculations use full precision.
Quick Actions