Table Of Contents
Latest update [menu]
UI improvements
New feature detailed step by step calculation up to 10 x 10 matrix dimension
Description [menu]
Save your time counting matrices with this app !
This app is the next generation of MatriX CalC app.
Supported calculations :
1. matrix transpose
2. matrix minor
3. matrix cofactor
4. matrix adjoint
5. matrix determinant
6. matrix inverse
7. matrix addition
8. matrix subtraction
9. matrix-matrix multiplication
10. scalar-matrix multiplication
Please note that decimal separator used in this app is a point " . "
- supporting up to 10 x 10 matrix dimension
- with element positioning indicator for row and column
- with detailed step by step solution up to 10 x 10 matrix dimension
How to install Matrix Calculator APK for Android [menu]
Download Matrix Calculator APK file (simple1.com.matrixcalculator_7_2918763.apk) from SameAPK.com, then follow these steps:
Update Phone Settings
- Go to your phone Settings page
- Tap Security or Applications (varies with device)
- Check the Unknown Sources box
- Confirm with OK
Go to Downloads
- Open Downloads on your device by going to My Files or Files
- Tap the APK file you downloaded (simple1.com.matrixcalculator_7_2918763.apk)
- Tap Install when prompted, the APK file you downloaded will be installed on your device.
How to install Matrix Calculator APK on Windows 7/8/10 or MAC PC? [menu]
Download Matrix Calculator APK file(simple1.com.matrixcalculator_7_2918763.apk) from SameAPK.com to your PC (ex: /Users/xxx/Downloads/(simple1.com.matrixcalculator_7_2918763.apk)), then follow these steps:
Using Emulator:
- Download And Install one Emulator Softwares (Ex: Bluestacks, GenyMotion, NoxPlayer)
- Simple install APK on PC by drag and drop file simple1.com.matrixcalculator_7_2918763.apk on Emulator screen
Matrix Calculator APK Pros & Cons [menu]
Pros
- This app is safe, it's not require high risk permissions
- Compatible with 64-bit device (some android device and current Bluestacks)
Cons
- No best performance On PC (Windows, MAC) (because it's not exists X86 variant)
