Tautology, Contradiction, and Contingency in Discrete Mathematics

This video explains the three fundamental classifications of compound propositions in Discrete Mathematics: tautology, contradiction, and contingency.

Tautology, Contradiction, and Contingency in Discrete Mathematics
Computational Alchemy
61 views • Jan 20, 2024
Tautology, Contradiction, and Contingency in Discrete Mathematics

About this video

🎓 Tautology, Contradiction, and Contingency Explained!
In this video, we explore the three fundamental classifications of compound propositions in Discrete Mathematics:
🔹 Tautology – always true
🔹 Contradiction – always false
🔹 Contingency – sometimes true, sometimes false

We’ll show you how to identify each using truth tables and help you understand their importance in logic, mathematical reasoning, and computer science.

📌 What You’ll Learn:

Definitions and differences between tautology, contradiction, and contingency
Step-by-step truth table creation
Examples of each type
How to use them in logic and proofs

🎯 This video is perfect for:
Discrete Math and Logic students
CS and Engineering learners
GATE, GRE, and UGC NET aspirants

Anyone interested in mastering propositional logic

👍 Like the video, 💬 leave a comment if you have questions, and 🔔 subscribe for more logic lessons!

#Tautology #Contradiction #Contingency #DiscreteMath #PropositionalLogic #TruthTable #LogicalReasoning #MathTutorial #ComputerScience #BooleanLogic

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Video Information

Views

61

Duration

3:38

Published

Jan 20, 2024

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