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Monday, October 29, 2012

Invers of The Matrix Program

* This Program is original that our own making  without copying from internet or another source ( Program ini Asli kami buat sendiri tanpa ngopy di internet atau yang lain)

.:::VERSION MACROMEDIA FLASH:::.     

         This Program can find an Inverse OF MATRIX with GAUSS JORDAN Method'sYou only need input a number of matrix like :  
         Input     A1.1 (Row 1st   Columns 1st )     = 4
                      A1.2 (Row 1st Columns 2nd )     =  6
                      A2.1 (Row 2nd Columns 1st)      =  8
                      A2.2 (Row 2nd Coulumns 2nd)   = 10
         
                      So the matrix like à 


       And the Program will start to invers that matrix by step and step that will be explain in this program. So finally the program will show the answer -->


        Ø  You can Download this Program Version macromedia flash at
   à http://www.mediafire.com/?32q2zk52he1hgw3


.::: VERSION PROGRAM BASIC C++ ::.

          This Program can find an Inverse OF MATRIX with GAUSS JORDAN Method's You only need input a number of matrix but the this program is basic so the view is very simple not like version macromedia flash.
          
 Ø In this Version we wiil give a SOURCE CODE in C++ 
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  Ø  And we share the source kode (.cpp) of this Program by use C++ program. You can download
==> http://www.mediafire.com/?57bkzm3ak7i4uym  

  Ø  And version .exe from program C++. 
==> http://www.mediafire.com/?e72erflrtxza7co



                *The Screen Shot Program C++ INVERS MATRIX 

                  1. Input the the code of Ordo matrix and Value of matrix

2                 2. Show The Inverse from matrix above
  

          MEMBER’S OF GROUP (PTI OFF A)

1.       MUHAMMAD ARIYANTO WIJAYA          (120533430961)
2.       TONI ARI WIBOWO                                  (120533430982)
3.       MOHAMMAD RIZKY KURNIAWAN         (120533430956)
4.       MEGA AYULIA R                                         (120533430941)
5.       LINTANG SEKAR ASIH                              (120533430945)


                 



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