How to write the equation of the parabola given the vertex and vertical directrix

The video tutorial explains how to write the standard form of a parabola equation given a vertex and directrix. It covers identifying the axis of symmetry, determining the parabola's orientation, calculating the value of P, and simplifying the equation. The tutorial concludes with solving for X and presenting the final equation form.

What is the significance of the directrix in relation to the parabola?

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How do you determine the direction in which a parabola opens based on its vertex and directrix?

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What is the standard form of the equation for a parabola with a horizontal axis of symmetry?

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Explain how to find the value of P in the context of a parabola's vertex and focus.

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What steps are involved in solving for X in the equation of a parabola?

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