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Absolute Value
- Show how the graphs of
and relate to each other
- Choose from:
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Absolute Value - Draggable
- Show how the parameters in
are related to the characteristics of the corresponding graph
is defined by draggable points
- Choose from:
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Linear -
- Show how the parameters in
are related to the characteristics of the corresponding graph
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Quadratic - Expanded Form
- Show how the parameters in
are related to the characteristics of the corresponding graph
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Quadratic - Factored Form
- Show how the parameters in
are related to the characteristics of the corresponding graph
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Quadratic - Vertex Form
- Show how the parameters in
are related to the characteristics of the corresponding graph
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Reciprocal - Polynomials
- Show how the graphs of
and relate to each other
- Choose from:
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Reciprocal - Polynomials - Draggable
- Show how the graphs of
and relate to each other
is defined by draggable points
- Choose from:
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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
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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:
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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
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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
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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
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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
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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
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