# The master puzzle

Take any angle in a circle

1. Divide that respective angle in equal proportions up to infinity intervals . Then apply a pattern that I had given below .
2. The numbers you obtain after doing so should be equal
3. Pattern - let's take 120 as a angle 120=1+2+0=3(pattern)
4. Divide the number 3 in equal proportions .let us divide it by 2
5. 3÷2=1.5
6. 1.5 =1+5=6
7. Which isn't the same number (3≠6)
8. So find the number

9.

Let’s take angle $$360^\circ$$.

1. Let’s take a angle say

$$360=3+6+0=9$$.

2. Divide the

360 by 2 = 45 = $$4+5 = 9$$.

3. Continue the process

45 divide it again by 2 = 22.5 = $$2+2+5 = 9$$.

4. Doing this infinity times we get the same result.