Ricerca di app

Matrix Determinant Calculator

an.DeterminantX
Education Gratis Everyone Apri su Google Play
500,000+
installazioni · ≈584K
★ 4.55
2 858 valutazioni
2011-05-22
prima pubblicazione
2026-09-27
ultimo aggiornamento

Descrizione

Calculate determinants of 2×2, 3×3, 4×4, 5×5 and larger matrices.

Matrix Determinant Calculator lets you find the determinant of square matrices of different sizes, including 2×2, 3×3, 4×4, 5×5 and larger n×n matrices. Main features * Determinant calculation Enter the elements of a square matrix and get the calculated determinant. * Support for different matrix sizes Work with 2×2, 3×3, 4×4, 5×5 and larger n×n matrices. * Simple matrix input Enter matrix values in a clear and easy-to-use layout. * Useful for learning and practice Use the app when studying matrices, determinants and linear algebra. * Clear results View the calculated determinant in a simple and readable format. The app can be useful for: * School and university students * Learning linear algebra * Homework and practice exercises * Checking your own calculations * Preparing for math tests and exams * Working with square matrices A determinant is a numerical value associated with a square matrix. It is used in linear algebra, for example when working with systems of linear equations and linear transformations. Matrix Determinant Calculator provides a simple way to perform determinant calculations and check results while studying or practicing mathematics.

Novità

New matrix tools: inverse, multiplication, addition, subtraction, rank, transpose, and linear equation solver. Improved navigation, help, fraction input, and design.

Distribuzione delle valutazioni

5★2.2K
4★424
3★78
2★0
1★167

Dettagli

Versione26.9
Versione Android minima6.0
Recensioni71
Sito dello sviluppatorebit.ly
Disponibile inin tutto il mondo (242)
Contatti degli sviluppatorinel piano Business
Raccolti2026-10-31

Questi dati nell'API

La scheda completa in JSON costa 1 token.

curl -H "X-API-Key: YOUR_KEY" \
  "https://apkapi.com/api/v1/app?id=an.DeterminantX"