Operations of Relations | Discrete 1 RU sarai marte 2025-07-24 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
Constructing & Representing Relations + Identifying if Relation Satisfies a Property (5 Examples) sarai marte 2025-07-23 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM00:00 Intro Example 15:00 Example 2From Cartesian Product to Relation Set/Roster Notation7:40 #5 9:12 # 2 10:05 #111:15 #3 12:07 #4 From Set to Matrix13:31 #114:37 #2 15:15 #3 15:32 #4 16:03 #5From Set (or Matrix) to Directed Graph 16:50 #1 18:10 #2 18:53 #3 19:04 #419:57 #5 20:49 Intro to Properties of Relations # Are the relations Reflexive?21:34 #1 22:20 #222:32 #322:42 #4 22:57 #5 # Are the relations Irreflexive?23:07 #123:14 # 223:45 #323:54 #4 24:04 #5
Intro to Set Theory- What are sets, cardinality, empty set, universal set (Updated Video) sarai marte 2025-07-22 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
Intro to Proof by Induction + Example + Domino Analogy | Discrete 1 01:198:205 RU sarai marte 2025-04-18 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
Operations on sets | Discrete 1 01:198:205 RU sarai marte 2025-04-18 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
How to find the Cartesian product + Cardinality | Discrete 1 01:198:205 RU sarai marte 2025-04-17 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
How to find the Powerset of a set | Discrete 1 01:198:205 RU sarai marte 2025-04-17 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
Direct Proof EX5 Prove that the product of two odd numbers is odd | Discrete 1 01:198:205 RU sarai marte 2025-04-15 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
Ultimate Practice for ∈, ∉, ⊆, ⊂, = Set Symbols | Discrete 1 01:198:205 RU sarai marte 2025-04-14 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
3 Relationships Between Sets (Definitions and Practice) | Discrete 1 01:198:205 RU sarai marte 2025-04-14 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
Decimal to Octal, Hexadecimal, and BCD (PT2) | Computer Architecture 01:198:211 sarai marte 2025-04-13 | ...
3 ways to describe sets (Set Notation) | Discrete 1 01:198:205 RU sarai marte 2025-04-12 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
Prove that every set is a subset of itself | Discrete 1 01:198:205 RU sarai marte 2025-04-10 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
Binary to Decimal Quick Version | Computer Architecture 01:198:211 sarai marte 2025-04-09 | saraistudies: https://linktr.ee/saraimarte
Direct Proof EX4 Prove that the sum of two triangular numbers is a perfect square given definitions sarai marte 2025-04-08 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
Converting Decimal Floats to Binary, Hexadecimal, Octal & BCD | Computer Architecture 01:198:211 sarai marte 2025-03-30 | saraistudies: https://linktr.ee/saraimarte2 Methods to Convert from Decimal to Binary: youtu.be/r3gihu5LAsMHow to construct table: youtu.be/QG5olwnRAPk?si=En45xqiBvMBn2HeX
Convert Decimal Integers to Binary (2 methods), Hexadecimal & Octal | Computer Architecture 211 sarai marte 2025-03-30 | saraistudies: https://linktr.ee/saraimarteHow to construct table: youtu.be/QG5olwnRAPk?si=En45xqiBvMBn2HeX
How to Construct an All in One Table for Octal, Hexadecimal and BCD Conversions + simple examples sarai marte 2025-03-29 | saraistudies: https://linktr.ee/saraimarte
Constructing a Truth Table From an Unsimplified vs Simplified Formula ( Using Boolean Algebra ) @k sarai marte 2025-03-22 | saraistudies: https://linktr.ee/saraimarte00:00 Truth Table From Unsimplified Formula 6:38 Simplifying Formula 10:27 Truth Table From Simplified Formula 11:38 Comparing Truth Tables
Transition from Direct Proof to Proof by Contraposition/Contrapositive | Discrete 1 01:198:205 RU sarai marte 2025-03-21 | saraistudies: https://linktr.ee/saraimarte
Formula to Truth Table | Computer Architecture 01:198:211 sarai marte 2025-03-21 | saraistudies: https://linktr.ee/saraimarte
Formula to Circuit | Computer Architecture 01:198:211 RU sarai marte 2025-03-21 | saraistudies: https://linktr.ee/saraimarte
Direct Proof EX3 Prove the sum of 2 even integers is even | Discrete 1 01:198:205 RU sarai marte 2025-03-21 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
Direct Proof EX2 Prove if n is odd then n^2 is odd + Definition of Odd Integer Explained sarai marte 2025-03-20 | saraistudies: https://linktr.ee/saraimarte
Truth Table to Formulas using SOP & POS | Computer Architecture 01:198:211 RU sarai marte 2025-03-20 | saraistudies: https://linktr.ee/saraimarte
Intro to Direct Proofs + Definition of an Even Integer & Closure Properties of Integers Explained sarai marte 2025-03-20 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM0:00 Start0:16 Identify Domain You're Working in if Not Given0:35 Definition of Even Integer Explained2:45 Simplify Definition with Symbols we Learned in Class3:35 Choose Proof Method (Direct Proof)4:09 2 Clarifications - 1. You TRY D.P first but you might get stuck and have to try another method 2. p and q are propositions because the n's are defined as integers 4:38 Direct Proof is Started7:10 - 9:45 Closure Properties of Integers Explained 10:10 Why it's important to use double implication operator instead of the single implication operator when writing definitions11:33 Direct Proof Ends
Proving if a compound proposition is a tautology using truth tables vs known equivalences sarai marte 2025-03-19 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
Equivalence of Propositions using Truth Tables vs Known Equivalences | Discrete 1 01:198:205 RU sarai marte 2025-03-19 | saraistudies: https://linktr.ee/saraimarte00:00 Intro0:49 Definition of Two Compound Propositions that are Equivalent 1:55 Example Intro2:25 Method 1 | Using Truth Tables to Prove 2 Compound Propositions are Equivalent 5:27 Showing you why second way to define equivalence of propositions works7:00 Method 2 | Using Known Equivalences to Prove 2 Compound Propositions are Equivalent 8:18 Note - Check Your Work With Truth Tables!8:46 Outro
Is a Compound Proposition a Tautology, Contradiction or a Contingency | Discrete 1 01:198:205 RU sarai marte 2025-03-18 | saraistudies: https://linktr.ee/saraimarte
Equivalence of Propositions 4/n | Discrete 1 01:198:205 RU sarai marte 2025-03-18 | saraistudies: https://linktr.ee/saraimarteyoutube.com/playlist?list=PLIAIlDSquj0Lbcs80g12lo0-VLFWSFqZP&si=NX95oviALsyHUGKM
Equivalence of Propositions 3/n | Discrete 1 01:198:205 RU sarai marte 2025-03-18 | saraistudies: https://linktr.ee/saraimarte
Equivalence of Propositions 2/n | Discrete 1 01:198:205 RU sarai marte 2025-03-18 | saraistudies: https://linktr.ee/saraimarte
Equivalence of Propositions 1/n | Discrete 1 01:198:205 RU sarai marte 2025-03-18 | saraistudies: https://linktr.ee/saraimarte
Consistency of Compound Propositions | Discrete 1 01:198:205 RU sarai marte 2025-03-17 | saraistudies: https://linktr.ee/saraimarte
Satisfiability of Compound Propositions | Discrete 1 01:198:205 RU sarai marte 2025-03-17 | saraistudies: https://linktr.ee/saraimarte
Setting up K-Maps From 2, 3, & 4 Input Truth Tables | Computer Architecture 01:198:211 RU sarai marte 2025-03-16 | saraistudies: https://linktr.ee/saraimarte
Truth Table to Formulas- 3 Methods (SOP, POS, KMAP) | Computer Architecture 01:198:211 RU sarai marte 2025-03-13 | saraistudies: https://linktr.ee/saraimarteDescription: You can go from a truth table to formula using three methods: (a) SOP- Sum of Products (b) POS- Product of Sums (c)K-Map.00:00 Transition to Formulas (Why are they useful)0:42 Method 1 | F = All Cases Where Output is True (Sum of Products Form)2:11 Method 2 | F' = All Cases Where Output is False + Take Complement of F' to get F (Product of Sums Form)4:20 "But the F in Method 2 isn't the same as the F in Method 1?!"4:49 Method 3 | Using K-Map (Gives you Simplest SOP Form)8:09 Name of the Methods Used to Find Formulas From Truth Tables8:58 More Vocabulary- What are minterms and maxterms?9:46 Other Names for the Methods Used to Find Formulas From Truth Tables10:09 Transition to Next Video (Another way to get the simplest SOP form of a formula - by simplifying the SOP form with Boolean Algebra)
Circuits to Formulas | Computer Architecture 01:198:211 RU sarai marte 2025-03-09 | saraistudies: https://linktr.ee/saraimarte
Double Implication Operator | Discrete 1 01:198:205 RU sarai marte 2025-03-08 | saraistudies: https://linktr.ee/saraimarte
Circuits to Formulas with Basic Gates (AND, OR, NOT, XOR) | Comp Arch 211 RU sarai marte 2025-03-07 | saraistudies: https://linktr.ee/saraimarte
Easy way to remember converse, inverse and contrapositive of an implication | Discrete 1 RU sarai marte 2025-03-06 | saraistudies: https://linktr.ee/saraimarte
Implication Operator + Truth Table & Vocab for Translating Sentences| Discrete 1 01:198:205 RU sarai marte 2025-03-04 | saraistudies: https://linktr.ee/saraimarte
Truth Tables for Compound Propositions (With Logic Operators) | Discrete 1 01:198:205 RU sarai marte 2025-03-03 | saraistudies: https://linktr.ee/saraimarte
Atomic vs Compound Propositions + Transition to logic operators Discrete 1 01:198:205 RU sarai marte 2025-03-02 | saraistudies: https://linktr.ee/saraimarte
How to represent propositions + Transition from propositions to truth tables | Discrete 1 RU sarai marte 2025-03-02 | saraistudies: https://linktr.ee/saraimarte
What is a proposition? How to tell if a sentence is a proposition or not? | Discrete 1 01:198:205 RU sarai marte 2025-03-02 | saraistudies: https://linktr.ee/saraimarte
Chapter 2| Solving Maximum Optimization Problem Full Process| Operations Management 33:136:386 RU sarai marte 2025-03-02 | saraistudies: https://linktr.ee/saraimarte
How to solve linear optimization problems using Excel Solver| Operations Management 33:136:386 RU sarai marte 2025-02-22 | saraistudies: https://linktr.ee/saraimarteExcel Template: rutgersconnect-my.sharepoint.com/:x:/g/personal/smm651_scarletmail_rutgers_edu/EbC0WRqf8YVLiupCHcjZJEgBHWE-SJSueUywZAohSEzu-g?e=2RBKpH
