
Absolute Value
 Show how the graphs of and relate to each other
 Choose from:


Absolute Value  Draggable
 Show how the parameters in are related to the characteristics of the corresponding graph
 is defined by draggable points
 Choose from:


Linear 
 Show how the parameters in are related to the characteristics of the corresponding graph


Quadratic  Expanded Form
 Show how the parameters in are related to the characteristics of the corresponding graph


Quadratic  Factored Form
 Show how the parameters in are related to the characteristics of the corresponding graph


Quadratic  Vertex Form
 Show how the parameters in are related to the characteristics of the corresponding graph


Reciprocal  Polynomials
 Show how the graphs of and relate to each other
 Choose from:


Reciprocal  Polynomials  Draggable
 Show how the graphs of and relate to each other
 is defined by draggable points
 Choose from:


Stretches  Practice
 Given a random function and a random stretch of that function (of the form ), determine what must be
 Watch the individual stretches to see if your values are correct
 Keep practicing with random functions


Transformations  Animation
 Enter values for and click buttons to watch the individual transformations of separately
 For negative and values, watch the stretch, then see the reflection
 Also see how a moveable point gets transformed
 Choose from the following functions:


Transformations  Animation  Piecewise
 Enter values for and click buttons to watch the individual transformations of separately
 For negative and values, watch the stretch, then see the reflection
 is a piecewise function defined by draggable points


Transformations  Practice
 Given a random function and a random transformation of that function (of the form ), determine what must be
 Watch the individual transformations to see if your values are correct
 Keep practicing with random functions


Transformations  Sliders
 Use sliders to show how the graph of is related to the graph of
 Also see how a moveable point gets transformed
 Choose from the following functions


Transformations  Sliders  Piecewise
 Use sliders to show how the graph of is related to the graph of
 is a piecewise function defined by draggable points


Translations  Practice
 Given a random function and a random translation of that function (of the form ), determine what must be
 Watch the individual translations to see if your values are correct
 Keep practicing with random functions
