A set of links to Algebra and Trigonometry GeoGebra applets hosted on GeoGebraTube.
Your knowledge of quadratic (or higher degree) polynomial equations can be useful in solving issues that arise when writing the code to translate joystick movements into VEX drive motor outputs.
Explore three variations on how to "Complete the Square" when solving quadratic equations.
How to recognize vertical and horizontal dilations in both graphs and equations.
How to determine both vertical and horizontal translation factors (relative to a "parent function") when looking the definition of a function.
A list of GeoGebra applets that help students better understand the relationship between the coefficients in an equation and the corresponding graph.
When faced with an algebraic expression or equation, there are only two types of things you can do to it without changing the quantitative relationship that it describes. Re-write one or more terms in an equivalent form This can be done to any expression (no equal sign) or equation (with an equal sign) at any …
Exploration of why quadratic equations are worth learning about: how they are related to linear equations and other polynomials, some of the skills students will learn by studying quadratics, and examples of where quadratic equations are useful outside of math class.
The following equations all have a similarity: $latex y = |x - 8| + 5\\*~\\*y = 4(x - 6) - 7\\*~\\*(x - 3)(13x + 11) = 0\\*~\\*y = (x + 1)^2 - 9&s=2&bg=ffffff&fg=000000$ The similarity is that they all have expressions like (x- 6) or (13x + 11), which are often either translations or factors. …