Modeling Linear Equations Using Point Slope Form

Law of Sines - Calculating an Unknown Side

Solving Exponential Equations That Are Quadratic Equations in Disguise

Solving Equations for a Given Variable

Modeling Linear Equations Using Point Slope Form

The Derivative of an Inverse Function at a Point

Law of Cosines - Finding an Unknown Angle

Calculating the Definite Integral of a Function Given Its Graph

Calculating Related Rates With Circles and Spheres

The Ratio Test

The Area Between Curves Expressed as Functions of x

The Limit Comparison Test

Integrating Rational Functions Using Partial Fractions

Improper Integrals

Circumscribed Angles

The Area Bound by a Parametric Curve and the X-Axis (Normal Case)

Solving a Quadratic Equation with Complex Roots

Introduction to Sequences

Selecting Procedures for Calculating Derivatives

Using the Pythagorean Formula in Trigonometric Form on the Unit Circle

Simplifying Exponential Expressions Containing More Than One Variable

The Sum of a Geometric Series

The Tangents of a Circle

Using the First Derivative Test to Classify Local Extrema

Using Elimination to Solve a System of Two Linear Equations

Translations of the Basic Cubic Function

Volumes of Revolution - The Shell Method - Rotation About the X-Axis

Using Differentiation to Calculate Critical Points

Using Differentiation to Determine the Intervals on Which a Function Is Increasing or Decreasing

The Midpoint Theorem for a Triangle