lecture 01

CS-708 1

Discrete Continuous – 5a

CS-708 2

What is Discrete Mathematics – 6

Set of Integers & Real Numbers – 5b

CS-708 3

What is Discrete Mathematics – 6

CS-708 4

Logic – 7

CS-708 5

Statement – 8a

CS-708 6

Examples – 8b

CS-708 7

Truth Values of Propositions – 8c

CS-708 8

Examples – 9a

CS-708 9

Statements & Truth Values – 9b

TTFF

CS-708 10

Not Propositions – 9c

CS-708 11

Rule – 10a

CS-708 12

Example – 10b

CS-708 13

Example – 10c

CS-708 14

Understanding Statements – 11c

CS-708 15

Example – 11b

CS-708 16

Compound Statement – 12a

CS-708 17

Symbolic Representation – 13a

CS-708 18

Logical Connectives – 14a

CS-708 19

Examples – 14b

CS-708 20

Translating from English to Symbols – 15

CS-708 21

Translating from English to Symbols – 16a

CS-708 22

Translating from English to Symbols – 16

CS-708 23

Translating from English to Symbols – 17a

CS-708 24

Translating from English to Symbols – 17b

CS-708 25

Negation – 19

CS-708 26

Truth Table for ~p – 20

CS-708 27

Conjunction – 21

CS-708 28

Truth Table for p ^ q – 22

CS-708 29

Disjunction – 23

CS-708 30

Truth Table for p q – 15