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34
CS-708 1 Matrix – (41 – 2g)

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Page 1: Lecture 26

CS-708 1

Matrix – (41 – 2g)

Page 2: Lecture 26

CS-708 2

Matrix – (41 – 2i)

Page 3: Lecture 26

CS-708 3

Example – (41 - 3)

Page 4: Lecture 26

CS-708 4

Square Matrix – (41 - 4)

Page 5: Lecture 26

CS-708 5

Square Matrix – (41 – 4a)

Page 6: Lecture 26

CS-708 6

Transpose of a Matrix – (41 - 5)

Page 7: Lecture 26

CS-708 7

Example – (41 - 6)

Page 8: Lecture 26

CS-708 8

Example – (41 – 6c)

Page 9: Lecture 26

CS-708 9

Symmetric Matrix – (41 - 7)

Page 10: Lecture 26

CS-708 10

Symmetric Matrix – (41 – 7a)

Page 11: Lecture 26

CS-708 11

Matrix Multiplication – (41 - 8)

Page 12: Lecture 26

CS-708 12

Example – (41 - 10)

Page 13: Lecture 26

CS-708 13

Example – (41 – 10b)

Page 14: Lecture 26

CS-708 14

Example – (41 - 11)

Page 15: Lecture 26

CS-708 15

Example – (41 – 11a)

Page 16: Lecture 26

CS-708 16

Example – (41 – 11b)

Page 17: Lecture 26

CS-708 17

Example – (41 – 11c)

Page 18: Lecture 26

CS-708 18

Adjacency Matrix of a Graph – (41 - 13)

Page 19: Lecture 26

CS-708 19

Example – (41 – 13a)

Page 20: Lecture 26

CS-708 20

Example – (41 – 13b)

Page 21: Lecture 26

CS-708 21

Exercise – (41 - 15)

Page 22: Lecture 26

CS-708 22

Directed Graph – (41 - 16)

Page 23: Lecture 26

CS-708 23

Directed Graph – (41 – 16a)

Page 24: Lecture 26

CS-708 24

Example – (41 – 16b)

Page 25: Lecture 26

CS-708 25

Adjacency Matrix of a Directed Graph – (41 - 17)

Page 26: Lecture 26

CS-708 26

Example – (41 - 19)

Page 27: Lecture 26

CS-708 27

Example – (41 – 20)

Page 28: Lecture 26

CS-708 28

Theorem – (41 - 21)

Page 29: Lecture 26

CS-708 29

Example – (41 - 22)

Page 30: Lecture 26

CS-708 30

Example – (41 – 22a)

Page 31: Lecture 26

CS-708 31

Solution – (41 - 23)

Page 32: Lecture 26

CS-708 32

Example – (41 – 22a)

Page 33: Lecture 26

CS-708 33

Solution – (41 – 23a)

Page 34: Lecture 26

CS-708 34

Solution – (41 - 24)