Eliminate the parameter to obtain a horizontal parabola

The video tutorial explains how to solve for T in the X equation, highlighting the introduction of square roots and the implications of plus or minus signs. It discusses the properties of parabolas, including their orientation based on equations like Y = X^2 and Y = -X^2. The tutorial guides through solving the equation step-by-step, emphasizing the role of square roots in creating sideways parabolas. It concludes with a practical exercise using a calculator to visualize the concepts.

What is the significance of the square root when solving for T in the equation?

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How does the equation y = X^2 relate to the shape of a parabola?

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What happens to the parabola when you have y = -X^2?

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What would be the result of adding 3 to the other side of the equation when solving for T?

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Explain how the reflection of a parabola affects its direction of opening.

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