Matrix Solver Online
Use this matrix solver to perform addition, subtraction, multiplication, transpose, determinant, inverse, and rank calculations step by step. Ideal for students studying linear algebra.
Matrix Operations Explained
This matrix solver helps you solve common linear algebra problems used in mathematics, engineering, and competitive exams.
Determinant (2×2): |a b| |c d| = ad − bc Inverse: A⁻¹ = adj(A) / det(A) Rank: Number of linearly independent rows
- Enter matrix values using commas for columns and new lines for rows.
- Select the required matrix operation.
- Click calculate to instantly get the result.
What is a Matrix Solver?
A matrix solver is an online tool used to solve matrix-based problems in linear algebra. It helps students quickly perform operations such as matrix addition, multiplication, determinant calculation, inverse finding, and rank determination without manual computation.
This matrix calculator is especially useful for school and college students, engineering aspirants, and anyone preparing for exams where accuracy and speed are important.
By following standard mathematical rules, the solver ensures reliable results that match textbook solutions.
FAQ
What is a matrix solver?
A matrix solver is an online calculator used to perform matrix operations such as addition, multiplication, determinant, inverse, transpose, and rank.
How do I enter matrix values?
Enter values separated by commas for columns and use a new line for each row.
Can this matrix solver be used for exams?
Yes, it follows standard linear algebra rules and is suitable for exam practice and verification.
When does a matrix inverse exist?
A matrix inverse exists only when the determinant of the matrix is not zero.
What does matrix rank represent?
Matrix rank represents the number of linearly independent rows or columns in the matrix.