Two matrices
A and
B can be summed or used a subtraction operation if the order (
row x column) of the matrix code is the same. The result of the sum or difference is obtained by summing or subtracting the elements that lie within the two matrices.
Example: Is known:
Answer: Similarly this article.
Sorry if there is a wrong word.
The end of word wassalamualaikum wr. wb
Referensi :
- To'Ali's book math group accounting and sales
Sumber http://matematikaakuntansi.blogspot.com
Related Posts :
Determinant Of Matrix 1. Determinant of the Two Order Matrices Ex: Then the determinant of A(det(A)) is: Example: Determine the determinant of the matri… Read More...
Matrix Multiplication 1. Multiplication Matrix with Scalar For Example k is a scalar and A is a matrix, then kA is a matrix obtained by multiplying every eleme… Read More...
Similarity Of Two MatricesTwo matrices are said to be the same, if they have the same order and the elements of the two matrices are the same. Example: Find the x, y… Read More...
Transpose Matrix Transpose matrix A = (aij) with the order m x n is written AT = (aji) and has the order m x n. The elements of the matrix row AT are obtai… Read More...
Summation And Reduction Matrix Two matrices A and B can be summed or used a subtraction operation if the order (row x column) of the matrix code is the same. The result … Read More...
0 Response to "Summation And Reduction Matrix"
Posting Komentar