How do you graph two cycles of #y=3tantheta#?
1 Answer
Jul 16, 2018
I Inroduce a method for two-cycle graph, from any x.
Explanation:
The cycle period is
One-cycle graph, from x = a rad is given by the piecewise-inverse
The forward neighbor is given by
A 2-cycle graph,
with
graph{(x-arctan(y/3)-pi)(x-arctan(y/3)-2pi)((x-pi/2)^2+y^2-0.01)((x-5pi/2)^2+y^2-0.01)(x-pi/2+0y)(x-5/2pi+0y)=0}
See dot plots on the x-axis,
for the double cycle domain
Also, this is in-between two asymptotes, with another in the middle..