Graphing the Tangent Function with a Phase Shift and Reflection Over the X Axis

The video tutorial explains how to graph the function F(x) = -10x + π/2 by identifying key components and transformations. It covers the characteristics of the parent graph, including its period and asymptotes, and details the transformations such as period, phase shift, and vertical translation. The tutorial also demonstrates how to use the phase shift to recreate the graph and discusses the effect of reflection on the graph's orientation.

What transformations are applied to the graph based on the given equation?

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Describe how the graph is reflected and what that means for its behavior.

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