William Rose

Discrete Math - Finite Fields, Finite Geometries, & Latin Squares - Part 2
Discrete Math - Finite Fields, Finite Geometries, & Latin Squares - Part 2
Discrete Math - Finite Fields, Finite Geometries, & Latin Squares - Part 1
Discrete Math - Finite Fields, Finite Geometries, & Latin Squares - Part 1
Analysis 1A - Introduction to Optimization
Analysis 1A - Introduction to Optimization
Analysis 1A - Using the MVT
Analysis 1A - Using the MVT
Logic - Dedekind Cuts are Closed Under Addition
Logic - Dedekind Cuts are Closed Under Addition
MCTM Presentation: Rediscovering Formulas Through Examples
MCTM Presentation: Rediscovering Formulas Through Examples
Building the Poincaré Disc Model & Poincaré Half-Plane Models in GeoGebra
Building the Poincaré Disc Model & Poincaré Half-Plane Models in GeoGebra
Logic - Euclid Book I, Props 17-21
Logic - Euclid Book I, Props 17-21
Walking from P9 to Room 309 at Montgomery Blair High School
Walking from P9 to Room 309 at Montgomery Blair High School
Introduction to Curve Sketching
Introduction to Curve Sketching
Logic - Introduction to ZFC Axioms
Logic - Introduction to ZFC Axioms
Conic Sections in Polar Coordinates
Conic Sections in Polar Coordinates
Advanced Geometry - Miquel Points - Recap of Section 3.3 of Coxeter's Geometry Revisited
Advanced Geometry - Miquel Points - Recap of Section 3.3 of Coxeter's Geometry Revisited
Occupancy Problems - Short Review
Occupancy Problems - Short Review
sin(A+B+C)
sin(A+B+C)
Precalc C - Partial Fractions with Repeated Linear Factors
Precalc C - Partial Fractions with Repeated Linear Factors
Precalc C - Complex Roots Packet #1
Precalc C - Complex Roots Packet #1
Logic - Propositions 16 - 31 of Book I of Euclid
Logic - Propositions 16 - 31 of Book I of Euclid
sin(α+β) and cos(α+β)
sin(α+β) and cos(α+β)
Logic - Introduction to Ordinals
Logic - Introduction to Ordinals
Analysis 1A - Going over the HW on Calculus of Parametric Curves
Analysis 1A - Going over the HW on Calculus of Parametric Curves
Analysis 1A - Using the MVT to Find Extrema (Asynchronous Learning)
Analysis 1A - Using the MVT to Find Extrema (Asynchronous Learning)
Analysis 1A - Implicit Differentiation
Analysis 1A - Implicit Differentiation
Logic - Introduction to Descartes
Logic - Introduction to Descartes
Analysis 1A - Introduction to the ε-δ Definition of a Limit
Analysis 1A - Introduction to the ε-δ Definition of a Limit
Precalc C - Introduction to Counting
Precalc C - Introduction to Counting
Parametric Equations Example
Parametric Equations Example
Graphing Rational Functions Example
Graphing Rational Functions Example
The Rational Root Theorem
The Rational Root Theorem
Discrete Math - Proof of Uniqueness of Prime Factorization
Discrete Math - Proof of Uniqueness of Prime Factorization