Geometric Sequences: A Formula for the' n - th ' Term , Part 1

A Quick Intro to Geometric Sequences

Finding the Sum of a Finite Arithmetic Series

Lagrange Multipliers - Two Constraints - Part 2

Lagrange Multipliers - Two Constraints

Arithmetic Sequences: A Formula for the ' n - th ' Term

Quick Intro to Arithmetic Sequences

🔺 Discover Pascal's Triangle and Binomial Coefficients! 🔺

Conic Sections: Graphing Ellipses Part 2

Conic Sections: Graphing Ellipses Part 1

The Binomial Theorem - Example 2

🔍 The Binomial Theorem - Example 1 🔍

❖ Understanding the Derivative: The Slope of the Tangent Line Explained ❖

MultiVariable Calculus - Implicit Function Theorem

MultiVariable Calculus - Implicit Differentiation - Ex 2

MultiVariable Calculus - Implicit Differentiation

Finding the Point Where a Line Intersects a Plane

Fun Math Trick! Squaring Numbers Near 100

LOTS of Series - Series Practice Problems

❖ Vector Fields - Sketching in 2D and 3D ❖

Descartes' Rule of Signs

Practical Advice for Those Taking College Calculus

Arithmetic Basics: Finding the Percent of a Number

Vector Equation of a Line

❖ Multivariable Calculus: Finding and Sketching the Domain ❖

Multivariable Calculus: Showing a Limit Does NOT Exist

Calculus: Higher Order Partial Derivatives

The Law of Cosines

Arithmetic Basics: Dividing Decimals

Arithmetic Basics: Multiplying Decimals

The Arc Length of a Vector Function

Graphing Quadratic Functions

Integration Using Inverse Trigonometric Functions - Ex 2

Integration Using Inverse Trigonometric Functions - Ex 1

❖ Implicit Differentiation ❖

❖ Derivatives of Logarithmic Functions ❖

Radius of Convergence for a Power Series

❖ Finding the Scalar Equation of a Plane ❖

Probability Density Functions / Continuous Random Variables

Proof By Contradiction - Calculus Based Example

Homogeneous Second Order Linear DE - Complex Roots Example

❖The Cross Product of Two Vectors ❖

Vector Basics - Algebraic Representations Part 2

Vector Basics - Algebraic Representations

Vector Basics - Drawing Vectors/ Vector Addition

Arc Length Using Parametric Curves - Example 2

Arc Length Using Parametric Curves

The Poisson Distribution

The Midpoint Formula

The Distance Formula - Deriving the Formula from Pythagorean Theorem

Calculating a Laplace Transform

❖ The Binomial Distribution / Binomial Probability Function ❖

Expected Value

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Absolute Convergence, Conditional Convergence and Divergence

❖ Finding Local Maximums/Minimums - Second Derivative Test ❖

AB/AP Calculus Free Response Question 1c

AB/AP Calculus Free Response Question 1b

AB/AP Calculus Free Response Question 1a

Inverse Hyperbolic Functions - Derivatives

Hyperbolic Functions - Integration

Hyperbolic Functions - Derivatives

Hyperbolic Functions - The Basics

Method of Undetermined Coefficients - Part 2

Method of Undetermined Coefficients/ 2nd Order Linear DE

BC Calculus Sample Question 15 & 16

BC Calculus Sample Question 13 & 14

Using Differentials

The Jacobian

The Gradient Vector - Notation and Definition

Finding the Directional Derivative

BC Calculus Sample Question 11 & 12

Finding Areas in Polar Coordinates

BC Calculus Sample Question 9 & 10

BC Calculus Sample Question 7 & 8

BC Calculus Sample Question 5 & 6

Exponential Decay / Finding Half Life

BC Calculus Sample Question 3 & 4

BC Calculus Sample Question 1 & 2

Finding the Limit of a Vector Function

Finding the Domain of a Vector Function

Simpson's Rule - Error Bound

📚 Simpsons Rule - Approximate Integration 📚

Compound Interest - More than Once Per Year - Part 2

Compound Interest - More than Once Per Year

Tangent Plane Approximations

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An Exponential Growth Problem

❖ Finding the Determinant of a 3 x 3 matrix ❖

❖ Calculating a Definite Integral Using Riemann Sums - Part 2 ❖

❖ Calculating a Definite Integral Using Riemann Sums - Part 1 ❖

Deriving the Annual Compound Interest Formula

Understanding Simple Interest and Compound Interest

More Alternating Series Examples

❖ Limits Involving Absolute Value ❖

The Trapezoid Rule for Approximating Integrals

AP / AB Calculus Test - Sample Questions 27 & 28

AP / AB Calculus Test - Sample Questions 25 & 26

AP / AB Calculus Test - Sample Questions 23 & 24

AP / AB Calculus Test - Sample Questions 21 & 22

AP / AB Calculus Test - Sample Questions 19 & 20

AP / AB Calculus Test - Sample Questions 19 & 20

AP / AB Calculus Test - Sample Questions 17 & 18

AP / AB Calculus Test - Sample Questions 15 & 16

AP / AB Calculus Test - Sample Questions 13 & 14

AP / AB Calculus Test - Sample Questions 11 & 12

AP / AB Calculus Test - Sample Questions 9 & 10

Geometric Series - Expressing a Decimal as a Rational Number

AP / AB Calculus Test - Sample Questions 7 & 8

AP / AB Calculus Test - Sample Questions 5 & 6

AP / AB Calculus Test - Sample Questions 3 & 4

AP / AB Calculus Test - Sample Questions 1 & 2

Solving Quadratic Inequalities - The Basics

L'Hospital's Rule - Indeterminate Powers

L'Hospital's Rule - Indeterminate Differences

L'Hospital's Rule - Indeterminate Products

❖ Sketching the Derivative of a Function ❖

❖ Double Integrals - Changing Order of Integration - Full Ex. ❖

❖ Double Integrals - Changing Order of Integration ❖

Calculus - Infinite Limits

Radical Notation and Simplifying Radicals

Geometric Series and the Test for Divergence - Part 2

A Complete SAT Math practice test - Part 2

A complete SAT Math practice test - Part 1

Increasing/Decreasing , Local Maximums/Minimums

Negative Exponents

Functions: Multiplying and Dividing

Functions: Adding and Subtracting

Quadratic Equations - Completing the Square

❖ Solving Quadratic Equations by Factoring and the Quadratic Formula ❖

Solving Quadratic Inequalities - More Examples

❖ The Mean Value Theorem ❖

❖ Integration by Parts - Definite Integral ❖

Improper Integral - Infinity in Upper and Lower Limits

❖ What is a Sequence? Basic Sequence Info ❖

What is a Series

Longer Version - Volumes using Cylindrical Shells

Longer Version - Volumes using Disks/Washers

Basic Exponent Properties

Solving Linear Equations

Determining Coefficients for Partial Fractions

❖ Function Notation ❖

❖ Partial Fraction Decompositions and Long Division ❖

❖ Properties of Logarithms ❖

Degrees and Radians : Switch Between Them

❖ Finding the Domain of a Function - Made Easy! ❖

Factoring a Number

Adding and Subtracting Fractions - Numerical and Variable Examples

❖ Derivatives of Exponential Functions ❖

❖ Logarithmic Differentiation: Applying the Product Rule to Find Derivatives ❖

❖ Logarithmic Differentiation - Example 2 ❖

❖ Finding Intervals of Increase/Decrease Local Max/Mins ❖

Cut Something In Half or In Two?

❖ Finding the Inverse of a Function or Showing One Does Not Exist ❖

Box and Whisker Plot

❖ Long Division of Numbers - Arithmetic Basics ❖

❖ Fundamental Theorem of Calculus Part 1 ❖

❖ Derivatives - Quotient and Chain Rule and Simplifying ❖

Graphing Trigonometric Functions - Graph Transformations P1

Remainder Estimate for the Integral Test

Area Between Curves - Integrating with Respect to y - Part 2

Area Between Curves - Integrating with Respect to y

Showing a Series Diverges using Partial Sums

Rational Roots Test / Theorem

Homogeneous Second Order Linear Differential Equations

❖ Exact Differential Equations ❖

Centroids / Centers of Mass - Part 2 of 2

Centroids / Centers of Mass - Part 1 of 2

Solving Quadratic Inequalities - A Common Mistake

❖ Solving Quadratic Inequalities ❖

❖ Linear Programming ❖

❖ Newton's Method ❖

Graphing a Polar Curve - Part 2

Graphing a Polar Curve - Part 1

❖ Completing the Square Example 2 Solve Quad. Equations ❖

❖ Completing the Square - Solving Quadratic Equations ❖

❖ Variance ❖

Graphing the Trigonometric Functions

Evaluating a Triple Integral in Spherical Coordinates

Double Integral Using Polar Coordinates - Part 3 of 3

Double Integral Using Polar Coordinates - Part 2 of 3