So the problem states to graph one complete period for f(x) = tan(3x - pi/2).

So that becomes f(x) = tan 3(x - pi/6).

Period = pi / 3

Phase shift = pi / 6

How do I get the end points / asymptotes? This is a pretty easy question, but I must not be getting something.

I have the answers as x = 0, and x = pi / 3.

I also see that for a basic curve, the end points are x = -pi / 2, and x = pi / 2, and when it shifts they become x = 0 and x = pi / 3.

Thank you for helping me on this easy problem