Learn how to graph an absolute value equation with multiple transformations

The video tutorial explains how to graph the absolute value equation y = 6 - |3x + 1|. It covers rewriting the equation to identify the vertex, understanding the impact of negative absolute values on graph direction, and determining the vertex by solving for x. The tutorial also demonstrates graphing transformations, plotting points, and reflecting them over the axis of symmetry to complete the graph.

What is the standard form of the absolute value equation discussed in the text?

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How does the negative sign in front of the absolute value affect the graph?

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Explain the process of finding the vertex of the absolute value equation.

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What is the significance of setting the expression inside the absolute value equal to zero?

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What common mistake do students make when identifying the vertex in the equation?

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How do you reflect points over the axis of symmetry in the graph of an absolute value equation?

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Describe how to create a table of values for the graph of the absolute value equation.

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