Logical Operators − Negation, Conjunction & Disjunction

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Discrete Mathematics: Logical Operators − Negation, Conjunction & Disjunction
Topics discussed:
1. Negation operator.
2. Conjunction operator.
3. Use of but instead of and.
4. Disjunction operator.

Music:
Axol x Alex Skrindo - You [NCS Release]

#DiscreteMathematicsByNeso #DiscreteMaths #LogicalOperators
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Thanks! An excellent succinct and informative lesson!

JonBailey
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Greetings from Germany!
I am going to study Computer Science and you are helping me a lot !
THANK YOU!!!!

natriac.
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This series is about to carry me through Discrete Structures

SeraphTech
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The way u teach concepts makes so easy..

sadhanasukale
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0:45 Negation
2:34 Conjunction
4:22 Disjunction

Nice Explanation sir 👌👌

Chanukya
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you make it so easy for me to understand. thanks a lot : )

slfflores
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thank you..it helps me a lot in my math module

esterolajaybucio
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Thank you so much for making it easy to understand.

rujalkawan
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Thank you so much. It was so fun listening to you cause you made it so easy to understand the concept. 😊

darlenejusayan
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It literally from the logical operators in programming thank you ❤

DalandanReal
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thank you so much for making it easier

edenlalaineguzarem
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First time I listened his lecture -: my mind was thinking, finally I got some videos of foreign faculty whose accent is easy to understand.

Meanwhile going through comments and surfing through his channel playlist
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Ur videos r full of knowledgeable stuff even in 6 to 7 min of time duration.

firmbeliever
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Superb sir
Very soon
U will more famous than Nptel

phanindrareddy
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Thank you so much. Keep up the good work.

rajeshprajapati
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Better to understand for me so good way of teaching keep it up

CodeWithMaddy
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but "but" introduces ambiguity

hetaeramancer
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I don't have words to say u thank you

rahilumar
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From Western Canada. Really appreciate your lesson!

jadenvilla
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it's making me easier to study for my college xams

kumarayush
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Thank you for the course, however you are putting a symbol [^] in a conjunctive proposition as well as in the inclusive disjunctive proposition.
The correct symbols should be [either a dot or a &] for conjunction and [V] symbol for inclusive disjunction.

mrdemocritus