This app is a comprehensive matrix calculator that solves various matrix operations with detailed, step-by-step solutions. It supports numerous methods for solving linear equations, finding determinants, inverses, ranks, and decompositions. The app also offers custom input and the ability to save and edit solutions.
2.2.6
July 9, 2026
Bug Fixes
$1.99
Premium Access
All solutions and disabling advertising
Matrix Operations can perform a wide range of operations including solving systems of linear equations, finding determinants, inverses, ranks, various decompositions (QR, LU, Cholesky), eigenvalues, eigenvectors, and more. It also handles basic arithmetic like addition, subtraction, multiplication, and transposition.
Yes, Matrix Operations provides complete, step-by-step descriptions of how solutions are derived for the operations performed. This feature is valuable for learning and understanding the underlying mathematical processes.
Yes, the app allows you to save your solutions and even edit them later. This is a convenient feature for keeping track of your work or revisiting previous calculations.
Yes, Matrix Operations works without internet access. This means you can perform matrix calculations and access saved solutions even when you don't have a data connection.
Matrix Operations focuses on practical application and detailed explanation. By providing step-by-step solutions, it aids users in understanding the methods used to solve complex matrix problems, supporting a learn-by-doing approach.
While Matrix Operations doesn't have a formal progress tracking system like a course, users can track their progress by saving and reviewing their solved problems. The ability to edit saved solutions also allows for iterative learning and refinement of understanding.
Yes, Matrix Operations contains advertisements. As a free app with in-app purchases, ads are displayed to support its continued development and availability.
Matrix Operations is available for iPhone and iPod devices. It is designed to run on these iOS platforms.
