This whole entire circle would have to add up to actually be 360°. This circle would have to be no greater than, or less than 360°. And therefore, this would be one thing that we would then have to do. We would have to determine what exactly would
really equal to. And therefore, what I did was I guessed certain numbers that would substitute
for, and as for now, the closest that I've got in was 5, and the result of this actually ended up to be
and we know that 325 is not yet 360°, therefore, 5 would not be
, and therefore, we would have to rise up the number just a tad bit just to get the right amount which would be 360°.
I had kept on going on solving this, and the last number that I have came across was actually 30.
Let's consider below.![\ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \Downarrow \ \ \ \\ (2*30+90) = 150 \\ (150+30+30)=210 \\ \\ \textsf{Then, we would then take this (210) that we have \\ and then use that as (x) and then use it for the next \\ expression which would then be the following. } \\ \\ \boxed{3*30+60+210)= \bf{((360))}}]()
