Completing the square by creating a fraction to graph a quadratic in vertex form

This video tutorial explains how to graph a quadratic equation by converting it from standard form to vertex form using the method of completing the square. It covers the process of creating a perfect square trinomial, factoring it into a binomial squared, and then graphing the resulting quadratic function. The tutorial also discusses how to determine the vertex and the direction in which the graph opens, providing a step-by-step guide to plotting the function on a graph.

What is the standard form of the quadratic equation discussed in the text?

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What are the steps to convert the quadratic equation into vertex form?

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Explain the process of completing the square as described in the text.

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What does the vertex form of a quadratic equation tell us?

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How do you determine the vertex of the quadratic function from the completed square form?

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What is the significance of the value of 'A' in the quadratic equation?

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Describe how to graph the quadratic function after finding the vertex.

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