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Figure 30 : Cycle Domain of R=1+1*sin(9*A/4)^3
Product no. Program Pattern
Q1. What is the cycle domain of r = 1+1*sin(9*A/q)^M
    * For M=3 and q=4, the cycle domain is 2*q*pi = 8*pi
    * If A=(0,4*pi) the pattern is in-complete
    * If A=(0,9*pi) the pattern will remain as A=(0, 8*pi)
    * Hence we define it as cycle domain (period)
Q2. Study domain of r = 1+1*sin(9*A/4)^3
    * Use program WebABC
    * Click QA
    * Click topic 8
    * Click 08 01
    * Back and click 08 02
    * Repeat and give conclusion
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