Graph the Tangent Function with a Phase Shift

The video tutorial explains how to graph the function F(x) = tan(x + π/4) by understanding transformations, calculating shifts and scales, and using the parent graph of tangent. It covers the absence of amplitude in tangent functions, determining horizontal and vertical shifts, and the process of graphing with a focus on intercepts and asymptotes. The tutorial concludes with a summary of key points.

Describe the process of finding the X scale for the tangent function.

How do you graph the tangent function with a horizontal shift of π/4?

What does the graph of the tangent function look like at its intercepts and asymptotes?