Welcome to our state-of-the-art matrix calculator, designed to simplify complex matrix operations for students, professionals, and math enthusiasts alike. Whether you're tackling linear algebra homework, conducting scientific research, or solving engineering problems, our tool provides quick and accurate results for a wide range of matrix calculations.
Whether you're a student grappling with linear algebra assignments, a researcher analyzing complex datasets, or an engineer working on intricate calculations, our matrix calculator is your reliable companion. It simplifies the process of matrix operations, allowing you to focus on interpreting results and gaining insights from your data.
Start exploring the power of efficient matrix calculations today and elevate your mathematical problem-solving skills!
Example: For a 2x2 matrix, you might enter:
Matrix A: Matrix B:
[1 2] [5 6]
[3 4] [7 8]
Click the "Add Matrices" button to add Matrix A and Matrix B.
Example:
[1 2] [5 6] [6 8]
[3 4] + [7 8] = [10 12]
Note: Matrices must have the same dimensions for addition.
Click the "Subtract Matrices" button to subtract Matrix B from Matrix A.
Example:
[1 2] [5 6] [-4 -4]
[3 4] - [7 8] = [-4 -4]
Note: Matrices must have the same dimensions for subtraction.
Click the "Multiply Matrices" button to multiply Matrix A by Matrix B.
Example:
[1 2] [5 6] [19 22]
[3 4] × [7 8] = [43 50]
Note: The number of columns in Matrix A must equal the number of rows in Matrix B.
Click "Transpose A" or "Transpose B" to transpose the respective matrix.
Example:
Original: Transposed:
[1 2] [1 3]
[3 4] [2 4]
Click "Determinant A" or "Determinant B" to calculate the determinant of the respective matrix.
Example:
For matrix:
[1 2]
[3 4]
Determinant = (1 × 4) - (2 × 3) = 4 - 6 = -2
Note: Determinants can only be calculated for square matrices.