Overview
This course provides a comprehensive guide to propositional logic in discrete mathematics, covering topics such as propositions, truth tables, connectives, syntax, semantics, logical equivalence, translating English to logic, logic inferences, and deductions. Students will learn how to analyze and manipulate logical statements, identify tautologies and contradictions, apply logic laws, and practice translating real-world scenarios into logical expressions. The teaching method includes theoretical explanations, practical exercises, and examples to reinforce learning. This course is intended for individuals interested in gaining a strong foundation in propositional logic and its applications in discrete mathematics and computing science.
Syllabus
Propositions.
Connectives.
Well-formed Formula (wffs).
Logic Syntax.
Truth Tables.
Truth Table Practice Exercises.
Tautologies, Contradictions, and Contingent Wffs.
Logical Equivalence with Truth Tables.
Conditionals, Inverses, Converses, And Contrapositives.
Logic Laws.
Arguments.
Translating English into Logic.
Logical Inferences and Deductions.
Logical Inference Practice Exercises.
Taught by
TrevTutor
Reviews
5.0 rating, based on 2 Class Central reviews
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The course is a comprehensive and insightful learning experience. Its well-structured curriculum covers many topics, providing a solid foundation in the subject matter. The engaging lectures and interactive assignments foster a dynamic learning envi…
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Thanks for creating Discrete mathematics videos on YouTube for free. I enjoyed the way you teach. "I recently took the Discrete Mathematics course and I have to say, it was one of the best courses I have ever taken. The instructor was engaging and knowledgeable, breaking down complex concepts into easy-to-understand pieces. The course was well-structured and provided ample practice problems to reinforce the lessons. I particularly appreciated the real-world examples used to demonstrate how the concepts could be applied. Overall, I highly recommend this course to anyone seeking a solid foundation in Discrete Mathematics."