Interactive Mathematics
Interactive Mathematics: Derivatives Sin, Cos, & Tan Function
Several formulas are given for taking the derivatives of trigonometry functions. Several examples are presented to demonstrate the process of finding these derivatives. The examples allow the user to practice before seeing the solution.
Interactive Mathematics
Interactive Mathematics: Derivatives of Inverse Trig Functions
The formulas for working with the derivatives of inverse trigonometry functions (arccos, arcsin, etc.) are presented here, along with several examples of how to find such derivatives. The exercises allow you to work the problems before...
Interactive Mathematics
Interactive Mathematics: Derivatives of Csc, Sec, and Cot Functions
The derivatives for cosecant, secant, and cotangent functions are presented here. Several examples allow the user to practice finding the derivatives before seeing the solutions.
Interactive Mathematics
Interactive Mathematics: Electric Charges
An example is presented to show how integration is used to determine the force between electric charges. A detailed solution is provided.
Interactive Mathematics
Interactive Mathematics: Differential Equations and Aids
This lesson demonstrates how differential equations are used to determine the growth of AIDS cases. Note: The data provided is conflicting, but allows for demonstration of how the concept is applied to real world situations.
Interactive Mathematics
Interactive Mathematics: Exponential Form for Integrals
The integrals of exponential functions are found in these examples and exercises. Students have and opportunity to solve the problems prior to seeing the solutions.
Interactive Mathematics
Interactive Mathematics: Differential Equations & Rl Circuits
Use differential equations to solve problems dealing with series RL circuits. Examples help you practice the application.
Interactive Mathematics
Interactive Mathematics: Differential Equations & Rc Circuits
Differential equations are applied in solving problems involving electricity and RC circuits. Several examples are provided to allow you to practice applying the concept.
Interactive Mathematics
Interactive Mathematics: Complex Numbers
The world of complex numbers is explored through mini lessons, interactive examples, applications and demonstrations. Topics covered include definitions, basic operations, graphing, different forms of complex numbers, products,...
Interactive Mathematics
Interactive Mathematics: Differentiation
Explore the world of Calculus through differentiation. Focusing on areas such as limits, tangents to curves, and derivatives, this site shows you how to solve problems based on the discoveries of Sir Isaac Newton and Gottfried Leibniz....
Interactive Mathematics
Interactive Mathematics: Scientific Notation
Examples of how to express numbers in scientific notation are demonstrated. There are also word problem and calculator examples included.
Interactive Mathematics
Interactive Mathematics: Algebraic Solutions of Systems
Nonlinear systems are solved using the algebraic methods of substitution and addition/subtraction. Learn how these methods work through detailed examples.
Interactive Mathematics
Interactive Mathematics: Arithmetic Progressions
A description of an arithmetic series begins this demonstration, followed by formulas and examples. A real world application is included for practice.
Interactive Mathematics
Interactive Mathematics: Solving Inequalities
Several examples are presented in this tutorial to demonstrate how to solve inequalities in one variable.
Interactive Mathematics
Interactive Mathematics: Sine, Cosine, Tan & Reciprocals
The definitions of the six trig ratios are presented here, along with several examples of how to determine the ratios given 2 or more sides of a right triangle.
Interactive Mathematics
Interactive Mathematics: Applications of Derivatives
The derivatives of logarithmic and exponential functions are used in problems dealing with earthquake measurement and air resistance. The problems allow students to see how these derivatives are applied with practice.
Interactive Mathematics
Interactive Mathematics: Area Under a Curve
Using integration, this tutorial demonstrates how it is possible to find the area under a curve. Several examples are provided to allow for extra practice.
Interactive Mathematics
Interactive Mathematics: Areas by Integration
This tutorial is a more in-depth look at using integrals to determine the area under a curve. Several cases are discussed, including areas of curves that occur below the x-axis and integration using vertical sums.
Interactive Mathematics
Interactive Mathematics: Area Between 2 Curves
Using integration, the area between two curves can be determined. This tutorial illustrates exactly how that can be done through several detailed examples.
Interactive Mathematics
Interactive Mathematics: Centroids
These examples demonstrate how to use integration to find the centroid (center of mass) of an object.
Interactive Mathematics
Interactive Mathematics: Basic Trigonometric Form of Integrals
Formulas are presented for several types of integrals that contain trigonometric functions. Examples are provided to allow students to practice applying the formulas. Solutions are provided with step-by-step details.
Interactive Mathematics
Interactive Mathematics: 2nd Order Homogeneous Diff. Equations
This tutorial walks through the definition, description, and method of solving second order homogeneous differential equations. There are several exercises that allow you to practice the concept once you have seen the examples worked in...
Interactive Mathematics
Interactive Mathematics: 2nd Order D Es (Damping)
The use of differential equations to work electrical circuit problems with damping is demonstrated. Several examples are provided, along with detailed solutions. The fourth example includes several alternative solutions.
Interactive Mathematics
Interactive Mathematics: 2nd Order D Es (Forced Response)
This lesson covers constant, natural, and non-constant forced responses. Very detailed examples are included that work the problems step by step, with graphs, to assist in visual understanding.