Graphing and Transforming Absolute Value Functions

The video tutorial covers graphing absolute value functions, focusing on their unique V-shaped graphs. It explains the parent function, vertex form, and transformations such as translation, stretch, shrink, and reflection. The tutorial provides step-by-step instructions on graphing these functions, comparing them to the parent function, and identifying domain and range. It also includes practical examples and exercises for better understanding.

What is the significance of the vertex in the context of graphing absolute value functions?

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How do you determine the line of symmetry for an absolute value function?

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What steps do you follow to graph an absolute value function?

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Compare the transformations of the function g to its parent function.

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