lecture 01
DESCRIPTION
Discrete MathematicsTRANSCRIPT
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CS-708 1
Discrete Continuous – 5a
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CS-708 2
What is Discrete Mathematics – 6
Set of Integers & Real Numbers – 5b
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CS-708 3
What is Discrete Mathematics – 6
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CS-708 4
Logic – 7
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CS-708 5
Statement – 8a
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CS-708 6
Examples – 8b
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CS-708 7
Truth Values of Propositions – 8c
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CS-708 8
Examples – 9a
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CS-708 9
Statements & Truth Values – 9b
TTFF
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CS-708 10
Not Propositions – 9c
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CS-708 11
Rule – 10a
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CS-708 12
Example – 10b
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CS-708 13
Example – 10c
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CS-708 14
Understanding Statements – 11c
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CS-708 15
Example – 11b
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CS-708 16
Compound Statement – 12a
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CS-708 17
Symbolic Representation – 13a
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CS-708 18
Logical Connectives – 14a
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CS-708 19
Examples – 14b
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CS-708 20
Translating from English to Symbols – 15
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CS-708 21
Translating from English to Symbols – 16a
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CS-708 22
Translating from English to Symbols – 16
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CS-708 23
Translating from English to Symbols – 17a
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CS-708 24
Translating from English to Symbols – 17b
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CS-708 25
Negation – 19
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CS-708 26
Truth Table for ~p – 20
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CS-708 27
Conjunction – 21
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CS-708 28
Truth Table for p ^ q – 22
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CS-708 29
Disjunction – 23
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CS-708 30
Truth Table for p q – 15