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matriks2
- it is file document,java file document,which is inform how to make matriks in java. Hope this will help you
teorisecantnewton
- teori secant dan newton untuk menghitung matriks
7_matrik
- class matriks, terdiri atas dua buah file yaitu file source dan header (matriks.cpp dan matriks.hpp)
matriks
- this a program of using matrix, with all kinds of basic operation that we might use with it.-this is a program of using matrix, with all kinds of basic operation that we might use with it.
analisisnumerik
- you can use this algorithm to operate matriks
analisisnumerik2
- this for calculation matriks using gauss elimination-this is for calculation matriks using gauss elimination
decomposition
- to calculate decompositon matriks
determinan
- to find determinan matriks
invers
- to find invers matriks
kalimatrik2
- PROGRAM PERKALIAN MATRIKS 2X2
Invers-Matriks-dengan-Metode-Augmented-(Gauss-Jor
- augmented matrix by gauss jordan
satu
- int i, j, k,b,n,s,t,r=1 float sum, c float a[12][12] //pengisian matrix printf("Masukkan ordo matriks : ") scanf(" d",&n) printf("masukkan banyak persamaan : ") scanf(" d",&b) for(i=0 i<n i++){ for(j=0 j&
satu
- int i, j, k,b,n,s,t,r=1 float sum, c float a[12][12] //pengisian matrix printf("Masukkan ordo matriks : ") scanf(" d",&n) printf("masukkan banyak persamaan : ") scanf(" d",&b) for(i=0 i<n i++){ for(j=0 j&
konversi-bilangan
- int i, j, k,b,n,s,t,r=1 float sum, c float a[12][12] //pengisian matrix printf("Masukkan ordo matriks : ") scanf(" d",&n) printf("masukkan banyak persamaan : ") scanf(" d",&b) for(i=0 i<n i++){ for(j=0 j&
satu
- int i, j, k,b,n,s,t,r=1 float sum, c float a[12][12] //pengisian matrix printf("Masukkan ordo matriks : ") scanf(" d",&n) printf("masukkan banyak persamaan : ") scanf(" d",&b) for(i=0 i<n i++){ for(j=0 j&
Penyelesaian-Pers-Non-Linier-Metode-Tabel
- int i, j, k,b,n,s,t,r=1 float sum, c float a[12][12] //pengisian matrix printf("Masukkan ordo matriks : ") scanf(" d",&n) printf("masukkan banyak persamaan : ") scanf(" d",&b) for(i=0 i<n i++){ for(j=0 j&
fix
- matriks for electric sircut with gauss jordan
ACO-on-JSSP
- Dynamic job shop scheduling problem is one form of a job shop scheduling problem with varying arrival time job or not concurrent. This problem can be represented in graph form, which is to seek the shortest path from start point to destination point.
Transpos-Matriks
- this code for transpose matrix
Matriks
- How to use Matriks on matlab