What is the focus and directrix for a vertical parabola conics

The video tutorial explains how to find the focus and directrix of a parabola. It introduces a new equation format, X - H^2 = 4P(y - K), to determine these elements. The tutorial covers the significance of the vertex (H, K) and the role of P, which represents the distance from the vertex to the focus and directrix. It emphasizes that the focus and vertex lie on the axis of symmetry and provides steps to calculate the focus and directrix for vertical parabolas.

What is the significance of the variable P in the context of parabolas?

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What is the equation format for a vertical parabola, and how does it relate to finding the focus?

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How do you determine the focus of a parabola given its vertex?

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Explain the relationship between the vertex, focus, and directrix of a parabola.

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Describe how to find the directrix of a parabola based on its vertex and focus.

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