ريض ١٥١ الجزء الأول Math 151
رياضيات متقطعة الجز الأول
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Chapter 1 The Foundations: Logic and Proofs
- 1.1 What Is The Meaning of Proposition 07:47
- 1.1 Negation 10:00
- 1.1 Conjunction and Disjunction 07:05
- 1.1 Conditional Statement 13:33
- 1.1 Bioconditional- Truth table- Precedence 11:32
- 1.3 Logical Equivalent ( By Truth Table ) 00:00
- 1.3 Logical Equivalent ( By Identaties) 24:28
- 1.4 Predicate 09:44
- 1.4 Universal Quantifier 21:33
- 1.4 Existential Quantifier 16:10
- 1.4 Negating Quantified 06:21
- 1.7 Direct proof 13:44
- 1.7 contrapostive 12:30
- 1.7 Vacuous and Trivial Proof 09:28
- 1.7 Definition of Rational Number 12:16
- 1.7 Contradiction Proof 19:38
- 1.7 Proof of Equivalence and the Counterexsample 23:09
- 1.7 Mistakes in proofs 06:30
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Chapter 5 Induction and Recursion
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Chapter 9 : Relation (new)
- 9.1 What Is a Relation ?
- 9.1 Relation On a Set
- 9.1 Reflexive Relation 14:23
- 9.1 What Are Symmetric And Antisymmetric Relations 11:01
- 9.1 Examples of Symmetric and Antisymmetric 27:32
- 9.1 What Is the Meaning of Transtive Relation? 13:36
- 9.1 Examples of Transitive Relation 26:52
- 9.1 Combined Relation 14:37
- 9.1 Composite Relation and Inverse and Complement Relation 23:40
- 9.3 Represinting Relations by Matrices 27:07
- 9.3 Representing Relation by Digraph 25:31
- 9.5 Equivalence Relation 33:28
- 9.5 Equivalence Class 12:46
- 9.5 Equivalence Class and Partition 25:15
- 9.5 Example of Congruence Relation 11:04
- 9.6 Partial Orderings 15:33
- 9.6 Partial Ordering, Comparable and Incomparable Elements 17:08
- 9.6 Hasse Diagram 29:01
- Exercise: 9.1 Relations and their Properties part 1 35:44
- Exercise: 9.1 Relations and their Properties part 2 47:05
- Exercise: 9.1 Relations and their Properties part 3 09:32
- Exercise: 9.3 representing relation 18:56
- Exercise: 9.3 Representing Relations (by Matrices) 30:34
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Exercises of math 151
- 1.1 propositional logic 35:51
- 1.3 propositional equivalence 50:55
- 1.4 Predicates and Quantifiers 30:03
- 1.7 Introduction to Proofs 27:56
- 5.1 Mathematical Induction part 1 17:30
- 5.1 Mathematical Induction part 2 13:31
- 5.1 Mathematical induction part 3 28:28
- 5-2 Strong Induction Part 1 15:34
- 5.2 Strong induction Part 2 39:00
- 9.1 Relations and their Properties part 1 35:44
- 9.1 Relations and their Properties part 2 47:05
- 9.1 Relations and their Properties part 3 09:32
- 9.3 representing relation 18:56
- 9.3 Representing Relations (by Matrices) 30:34
- 9.1 Extra Exercise 06:53
- 9.4 closures of relations part1 13:38
- 9.4 closures of relations part2 10:42
- 9.5 equivalence relation 48:34
- 9.6 partial ordering 16:20
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Exam
- Quiz 1 33:11
- Quiz1-Boy-2021 16:57
- حل نموذج ميد ١ عام ٢٠٢٠ 01:17:40
- حل نموذج ميد ١ عام ٢٠٢٣ 45:51
- review - ch1 19:33
- review - ksu - mid1 - part1 29:25
- review - ksu - mid1 - part2 15:17
- review - ksu - mid1 - part3 01:20:32
- 💥 حل نموذج ميد ٢ عام ٢٠٢٣ 💥 48:11
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Chapter 1 The Foundations: Logic and Proofs
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رياضيات متقطعة الجز الأول
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• Hadeel Mohammed Almadiny. • Lecturer in Vision Academy. • Specialty in mathematics. • Graduated from (KSU)with calss honor. ~ Experiences: • teacher in international school. • English language. • Strategic teaching course. ~ Achievements: • Title of scientific meeting leader in KSU.
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