Writing the standard form of a hyperbola given the foci and asymptotes

The video tutorial guides viewers through solving a mathematical problem involving coordinates and equations. It begins with setting up the problem, determining whether it is vertical or horizontal, and identifying key components like the center and vertices. The tutorial then focuses on calculating values for A and B using given equations, solving for B^2, and deriving the final equation. The video concludes with a summary of the problem-solving process and emphasizes the importance of understanding relationships between variables.

What does the equation y = ±4X represent in this context?

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How do you convert the final equation into a standard form?

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What steps would you take to simplify the final answer of the equation?

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