Chapters (33)
- 0:00Tips For Learning
- 1:32What Is Discrete Mathematics?
- 3:45Sets - What Is A Set?
- 6:22Sets - Interval Notation & Common Sets
- 8:25Sets - What Is A Rational Number?
- 10:18Sets - Here Is A Non-Rational Number
- 12:17Sets - Set Operators
- 13:45Sets - Set Operators (Examples)
- 15:49Sets - Subsets & Supersets
- 17:30Sets - The Universe & Complements
- 20:02Sets - Subsets & Supersets (Examples)
- 21:56Sets - The Universe & Complements (Examples)
- 24:16Sets - Idempotent & Identity Laws
- 25:14Sets - Complement & Involution Laws
- 27:08Sets - Associative & Commutative Laws
- 28:42Sets - Distributive Law (Diagrams)
- 30:22Sets - Distributive Law Proof (Case 1)
- 32:07Sets - Distributive Law Proof (Case 2)
- 33:48Sets - Distributive Law (Examples)
- 35:25Sets - DeMorgan’s Law
- 37:32Sets - DeMorgan’s Law (Examples)
- 39:38Logic - What Is Logic?
- 41:26Logic - Propositions
- 43:06Logic - Composite Propositions
- 44:41Logic - Truth Tables
- 46:30Logic - Idempotent & Identity Laws
- 48:13Logic - Complement & Involution Laws
- 49:58Logic - Commutative Laws
- 51:35Logic - Associative & Distributive Laws
- 53:09Logic - DeMorgan’s Laws
- 54:23Logic - Conditional Statements
- 55:45Logic - Logical Quantifiers
- 57:59Logic - What Are Tautologies?
Show the creator's full description
Learn the maths and logic concepts that are important for programmers to understand.
Shawn Grooms explains the following concepts:
⌨️ (00:00) Tips For Learning
⌨️ (01:32) What Is Discrete Mathematics?
⌨️ (03:45) Sets - What Is A Set?
⌨️ (06:22) Sets - Interval Notation & Common Sets
⌨️ (08:25) Sets - What Is A Rational Number?
⌨️ (10:18) Sets - Here Is A Non-Rational Number
⌨️ (12:17) Sets - Set Operators
⌨️ (13:45) Sets - Set Operators (Examples)
⌨️ (15:49) Sets - Subsets & Supersets
⌨️ (17:30) Sets - The Universe & Complements
⌨️ (20:02) Sets - Subsets & Supersets (Examples)
⌨️ (21:56) Sets - The Universe & Complements (Examples)
⌨️ (24:16) Sets - Idempotent & Identity Laws
⌨️ (25:14) Sets - Complement & Involution Laws
⌨️ (27:08) Sets - Associative & Commutative Laws
⌨️ (28:42) Sets - Distributive Law (Diagrams)
⌨️ (30:22) Sets - Distributive Law Proof (Case 1)
⌨️ (32:07) Sets - Distributive Law Proof (Case 2)
⌨️ (33:48) Sets - Distributive Law (Examples)
⌨️ (35:25) Sets - DeMorgan’s Law
⌨️ (37:32) Sets - DeMorgan’s Law (Examples)
⌨️ (39:38) Logic - What Is Logic?
⌨️ (41:26) Logic - Propositions
⌨️ (43:06) Logic - Composite Propositions
⌨️ (44:41) Logic - Truth Tables
⌨️ (46:30) Logic - Idempotent & Identity Laws
⌨️ (48:13) Logic - Complement & Involution Laws
⌨️ (49:58) Logic - Commutative Laws
⌨️ (51:35) Logic - Associative & Distributive Laws
⌨️ (53:09) Logic - DeMorgan’s Laws
⌨️ (54:23) Logic - Conditional Statements
⌨️ (55:45) Logic - Logical Quantifiers
⌨️ (57:59) Logic - What Are Tautologies?
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