Graphing a quadratic with translations

The video tutorial explains how to work with quadratic equations in vertex form. It covers identifying the components of the vertex form equation, finding the vertex, determining the direction the graph opens, and graphing the parent function. The tutorial also discusses applying transformations to graph the equation accurately.

Explain why the vertex form is useful for graphing.

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What is the vertex of the equation given in vertex form?

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How do you determine if the graph opens up or down?

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Describe the transformations that occur when graphing a function in vertex form.

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What pattern do you follow when graphing the function after identifying the vertex?

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