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ARRAY DIVISION Identity matrix Islamic University of Gaza

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Presentation on theme: "ARRAY DIVISION Identity matrix Islamic University of Gaza"— Presentation transcript:

1 ARRAY DIVISION Identity matrix Islamic University of Gaza
Faculty of Engineering Civil Engineering Department ARRAY DIVISION Identity matrix Computer Programming Lecture 7

2 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7

3 The matrix B is the inverse of the matrix A if, when the two
Islamic University of Gaza Faculty of Engineering Civil Engineering Department Inverse of a matrix: The matrix B is the inverse of the matrix A if, when the two matrices are multiplied, the product is the identity matrix. Both matrices must be square. Computer Programming Lecture 7

4 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7

5 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7

6 Determinants: Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Determinants: Computer Programming Lecture 7

7 Array division: Left division, \ :
Islamic University of Gaza Faculty of Engineering Civil Engineering Department Array division: MATLAB has two types of array division, right division and left division Left division, \ : Left division is used to solve the matrix equation AX = B. The solution X is obtained numerically using a method that is based on Gauss elimination Computer Programming Lecture 7

8 The right division is used to solve the matrix equation XC = D.
Islamic University of Gaza Faculty of Engineering Civil Engineering Department Right division, I : The right division is used to solve the matrix equation XC = D. Computer Programming Lecture 7

9 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7

10 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7

11 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7

12 ELEMENT-BY-ELEMENT OPERATIONS
Islamic University of Gaza Faculty of Engineering Civil Engineering Department ELEMENT-BY-ELEMENT OPERATIONS Computer Programming Lecture 7

13 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7

14 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7

15 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7

16 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7

17 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7

18 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7

19 Islamic University of Gaza Faculty of Engineering
Civil Engineering Department Computer Programming Lecture 7


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