Matrix Determinant Calculator
Matrix Determinant Calculator is made and published by Kantaben Gorasiya. AppBrain is an independent app data site and isn't affiliated with Kantaben Gorasiya. The app name, icon, screenshots and description belong to Kantaben Gorasiya and are shown as published on the App Store.
AppBrain's verdict
- Rating on App Store
- 1.00
- 1 ratings
- Last updated
- December 1, 2025
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Releases
Updates seen on the App Store- Version
- 1.2
- Launched
- February 2023
No changelog data
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Technology
Found in the app by AppBrain- Price
- $0.29
- App size
- 29.4 MB
- Content rating
- Everyone
Technologies used by Matrix Determinant Calculator
About the app and developer
About Matrix Determinant Calculator
Matrix Determinant Calculator is an utilities app developed by Kantaben Gorasiya.
User Ratings
Matrix Determinant Calculator is rated 1.00 out of 5 stars. The rating is based on one rating ratings.
App Information
Matrix Determinant Calculator costs $0.29. The app size is 29.41 MB. The latest version available is 1.2. The last update was on December 1, 2025.
Technical Requirements
The app has a content rating of Everyone. The app has been available on the App Store since February 2023.
Developer information for Kantaben Gorasiya
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Store listing
By Kantaben Gorasiya, from the App StoreDescription by Kantaben Gorasiya Written by the developer, not by AppBrain. Click to read.
The app may have a user-friendly interface that allows users to input the matrix in a variety of formats, such as manually typing in the matrix entries.
The determinants of following matrices are available:
- 2x2 matrices
- 3x3 matrices
- NxN matrices - Any size you want to add
Once the user inputs the matrix, the app uses algorithms such as Gaussian elimination, cofactor expansion, or LU decomposition to calculate the determinant. The result is then displayed to the user in a clear and easy-to-read format, along with any necessary steps or explanations of the calculations.
Overall, a matrix determinant calculator app is a useful tool for anyone working with matrices in mathematics, science, engineering, or other fields where linear algebra is used.
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