Discrete Math (2022)

Lecture 1 (Discrete Math) Reasoning, Definitions, and Theorems

1:43:18

Lecture 2 (Discrete Math) Proof, Counterexample, and Boolean Algebra

1:28:27

Lecture 4 (Discrete Math) Factorial, Sets, and Quantifiers

1:46:50

Lecture 3 (Discrete Math) Lists

32:35

Lecture 5 (Discrete Math) Set Operations and Combinatorial Proofs

1:15:01

Lecture 6 (Discrete Math) Relations

46:06

Lecture 7 (Discrete Math) Equivalence Relations and Partitions

1:26:36

Lecture 8 (Discrete Math) Binomial Coefficients and Theorem

1:29:23

Lecture 9 (Discrete Math) Proof by Contradiction

24:42

Lecture 10 (Discrete Math) Smallest Counterexample and Induction

1:35:55

Lecture 11 (Discrete Math) Functions and Function Composition

1:47:18

Lecture 12 (Discrete Math) Permutations

2:05:17

Lecture 13 (Discrete Math) Probabilities and Sample Spaces

1:07:02

Lecture 14 (Discrete Math) Probability, Events, Conditional Probability and Independence

2:05:50

Lecture 15 (Discrete Math) Probability, Random Variables, and Expectation

1:48:35

Lecture 16 (Discrete Math) Probability, Expectation, and Variance

1:03:56

Lecture 17 (Discrete Math) Number Theory and Dividing

1:02:55

Lecture 19 (Discrete Math) Number Theory, Modular Arithmetic, and Factoring

1:54:11

Lecture 18 (Discrete Math) Number Theory, GCD, and Modular Arithmetic

1:56:41

Lecture 20 (Discrete Math) Trig Review with Basic Definitions and the Unit Circle

1:24:22

Lecture 21 (Discrete Math) Trigonometry Identities

1:32:20