Over the course of my career I’ve put together what seems like a massive number of videos. Here is where they are all located and categorized for your learning convenience. If you’re looking for a specific concept a great idea would be to use [Control] + [f] to search the page.

### General Math and Algebra I

Why a Fraction can be Written as a Decimal *8:10*

Understanding the Connection between Improper Fractions and Mixed Numbers *7:36*

Distance Formula *3:05*

Circles *3:37*

Solve Linear Inequalities *3:33*

Graph Linear Inequalities *9:24*

Converting Word Problems into Expressions and Equations *9:37*

Graphing Equations of Lines using Slope-Intercept Form *13:39*

Graph Equations of Lines using Point Slope Form *5:15*

Multiplying Binomials *10:48*

Multiplying Binomials (Special Products) *6:54*

### Algebra II

Average Rate of Change of a Function *7:29*

Basic Properties of Exponents *16:09*

Understanding Negative Exponents *13:25*

Solve Quadratics using the Square Root Property *15:24*

Solve Quadratics using Factoring *7:13*

Perform Operations on Functions *6:58*

Find Zeros of Polynomial Functions *10:58*

Write Rules for Recursive Sequences *10:11*

Simplify Expressions involving Rational Exponents *18:58*

Inverse and Joint Variation *5:40*

Graph Simple Rational Functions *10:57*

Graph Complex Rational Functions *11:35*

Divide Rational Expressions *5:45*

Multiply and Divide Rational Expressions *14:23*

Add and Subtract Rational Expressions *13:07*

Simplify Rational Expressions *6:46*

Solve Rational Equations Graphically *7:37*

Simplify Expressions Using Properties of Exponents *3:45*

How to build Exponential Growth Models *4:25*

How to Build Exponential Growth Models – Word Problems

Understanding Compound Interest

Solve Exponential Equations *11:00*

Properties of Logarithms – Part 1 *1:12*

Properties of Logarithms – Part 2 *10:39*

Evaluate Logarithms *13:19*

Use the Normal Distribution, including Z-Scores and the Standard Normal Table *14:22*

Apply the Law of Sines to Solve Triangles *14:16*

Find the Area of a Triangle Using the Law of Sines *5:53*

Apply the Law of Cosines in Different Circumstances *10:23*

Sampling and Margin of Error *10:19*

### Precalculus

Denoting Intervals (number line, inequality, and interval notation) *5:00*

Solve Quadratic Equations *9:18*

Solve Rational, Square Root, and Absolute Value Equations *12:10*

Find Inverses of Functions *7:25*

Operations on and Composition of Functions *4:55*

Remainder Theorem and Synthetic Division *4:39*

Finding All Exact Zeros of Polynomial Functions *11:12*

Find Every Asymptote – Ever *9:54*

Finding the Domain and Range *5:49*

Find Complex Roots/Solutions *4:44*

Solving Polynomial Inequalities *6:39*

Range, Continuity, Inc dec, and extrema *12:18*

Concavity *6:42*

Logarithmic Functions and Properties of Logarithms *15:08*

Solve Logarithmic and Exponential Equations *14:14*

What does sine actually do? *3:37*

Degrees, Minutes, and Seconds and Decimal Degrees *4:31*

Radians v. Degrees – *Compares radians and degrees. Examples of converting between the two.* *6:26*

Angular Speed *4:36*

Arc Length *2:13*

Coterminal Angles *5:55*

Reference angles, Unit Circle, and Finding Exact Trig Values using the Unit Circle *13:29*

Put Trig Functions in Standard Form

Graphing Trig Functions without a Calculator *15:15*

Trig Identities and Simplification *11:34*

Solve Trig Equations *13:03*

Vectors in the Plane *14:53*

Convert Polar Coordinates to Rectangular Coordinates and Back *9:19*

Linear Programming *5:27*

Basic Probability *8:22*

Mutually Exclusive v. Independent *5:53*

Conic Sections – Parabolas *10:52*

Intro to Sequences – *This video discusses finite/infinite sequences, explicitly defined sequences, recursively defined sequences, limits of infinite sequences and convergence/divergence.* *11:03*

Geometric Sequences *6:18*

Arithmetic Sequences *9:08*

Sigma Notation – Intro to Summations *7:27*

Limits *15:11*

### AP Calculus

Intro to Limits *8:44*

Hacking the Difference Quotient – *This video digs deeper into the difference quotient.* *4:28*

AntiDifferentiation using U-Substitution *15:34*

Implicit Differentiation – Basic Example *2:10*

Implicit Differentiation – Find the Tangent Line *3:16*

Implicit Differentiation – Product Rule *3:13*

Implicit Differentiation – Second Derivative *3:23*

Derivatives of Exponential Functions and Logarithms *8:52*

Derivatives of Inverse Trig Functions *5:04*

Optimization – Designing an Oil Can Using the Least Amount of Material *12:09*

Optimization – Maximize the Area of a Rectangle Inscribed under a Sine Curve *9:55*

Relate Rates – Ladder Problem *6:04*

Fundamental Theorem of Calculus Exploration – *This video provides a graphical representation of the fundamental theorem of calculus.* *0:51*

Visualize Solids of Revolution *4:40*

Solids of Revolution #1 *2:16 *(videos #1-4 take the same area and rotate it around 4 different lines, using discs or washers)

L’Hospital’s Rule *10:14*