Learn how functions will look when stretched, mirrored,
mixed, and balanced. Study and then design your own transformations
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1. Asymptotes
Look at the difference between horizontal and vertical asymptotes.
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2. Composition
What happens when you take the function of a function? Are
they interchangeable?
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3. Inverse Composition
What happens when you take the inverse of a function within
a function? Or, vice versa?
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4. Inverse Function
Follow the steps to find the inverse of a function.
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5. Reflection
The functions are reflected across the x-axis or y-axis. When
you understand how, you can create your own reflections.
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6. Stretch
See how much the function stretches and in what direction.
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7. Symmetry
Perfect symmetry is possible with respect to the y-axis, x-axis,
or origin. Recognize the formula and create your own.
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8. Translation (Shift)
Learn how to move functions horizontally and/or vertically.
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