Consider the graph of $y=\tan x$y=tanx
State the coordinates of the $y$y-intercept of the graph.
Consider the graph of $y=\tan x$y=tanx for $-360^\circ\le x\le360^\circ$−360°≤x≤360°
What is the least positive value of $x$x for which $\tan x=0$tanx=0?
Give your answer in degrees.
What direction does the graph of $\tan x$tanx follow between any two successive vertical asymptotes?
Display the graphs of linear and non-linear functions and connect the structure of the functions with their graphs
Apply graphical methods in solving problems