magentahedgehog444

CSC236H5 Lecture Notes - Lecture 7: Concatenation, Substring, Loop Invariant

CSC236H5 Lecture Notes - Lecture 8: Precondition

CSC236H5 Lecture Notes - Lecture 9: Kleene Star, Regular Expression, Substring

CSC290H5 Study Guide - Final Guide: Ad Hominem, Functional Requirement, Argument From Analogy

CSC207H5 Study Guide - Ad Hominem, Functional Requirement, Straw Man

CSC207H5 Study Guide - Final Guide: Common Interface, Working Directory, Git

CSC236H5 Lecture Notes - Lecture 2: Structural Induction, Binary Tree, Mathematical Induction

CSC236H5 Lecture Notes - Lecture 1: Empty String, Subset, Empty Set

CSC236H5 Lecture Notes - Lecture 21: Loop Invariant

CSC236H5 Lecture Notes - Lecture 20: If And Only If

MAT135Y5 Chapter 2: Evaluating different types of limit problems

MAT135Y5 Lecture 8: evaluating limits to find vertical asymptotes

MAT135Y5 Lecture 9: types of discontinuities and further applications of squeeze theorem

MAT135Y5 Chapter 2.3: Intermediate Value theorem

MAT135Y5 Lecture 4: Identifying horizontal asymptotes and rate of change of a function

MAT135Y5 Lecture 5: Applications of squeeze theorem and identifying discontinuities

MAT135Y5 Lecture 11: Continuity, differentiability and derivative rules

MAT135Y5 Chapter 3: Derivatives of trig functions, proving limits

MAT135Y5 Lecture 14: Derivatives: Chain rule, product rules, quotient rule

MAT135Y5 Lecture 87: Rules for geometric series and considering series as a sequence of partial sums

MAT135Y5 Lecture 80: Infinite series

MAT135Y5 Lecture 77: P-series and testing divergency / convergency

MAT135Y5 Lecture 85: Taylor and Mclaurin series and radius of convergence

MAT135Y5 Lecture 86: Tests for convergency, power series

GER100Y5 Lecture 3: Conjugating verbs

GER100Y5 Lecture 48: Superlatives, Past tense

MAT135Y5 Lecture 25: Tutorial Activity on Equivalence Relations, proving irrationality and finding integer solutions

MAT102H5 Lecture 22: Application of Chinese remainder theorem

MAT102H5 Lecture 20: Remainder Theorem, Fermat's little theorem

MAT102H5 Lecture 21: Equivalence Relations and classes

MAT102H5 Lecture 19: Eulers Function

MAT102H5 Lecture 18: Relations

MAT102H5 Lecture 17: GCD, Euclidean Algorithm, finding integer solutions

MAT102H5 Lecture 6: Tutorial activity on sets and logic

MAT102H5 Lecture 10: Variations on Induction (Induction on even / odd numbers, different base cases)

MAT102H5 Lecture 9: induction on finite sets

MAT102H5 Lecture 8: Weak Induction

MAT102H5 Lecture 5: Proof Strategies: Direct Proof, Proof by Contradiction, Contrapositive, Case by Case

MAT102H5 Lecture 4: Quantifiers, Mathematical statements, logic tables

MAT102H5 Lecture 3: Functions and set identities