Further mathematical musings, thus proving the beauty and elegance of mathematics

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Ostronomos Offline
The set l consists of all points with y-coordinate equal to 3. This is the set of all points that lie 3 units above the x axis.

We wish to find the set of points that satisfy the condition y-2<6 and exhibit it on the number line. 
Let (x,y) be a variable point on the line. We can use (x,y) together with (say) (6,2) to calculate the slope of the line. To find the equation of the line, we write the slope in two different ways and equate them. For example.
m=y-2/x-6
On the other hand, if we are given another specific point on the line (say) (3,4), we can use this point together with (6,2) and (x,y), to find the equation of the line.
6-3/2-4=y-2/x-6=m.
Simplifying this identity, we find the equation of the line to be
3/-2x+11=y
There you have it. The point-intercept form of the line.
Some of my fondest memories were when I discovered that reality is mathematics or reality=mathematics. This is not a huge leap of imagination if you think about it. For if a language can be expressed on paper it naturally follows that it can be expressed in reality. As they are two different manifestations of the same medium, to quote Christopher Langan, bouncer, genius, renaissance man. 

A logical extension of this metaphysical reality we call mathematics would be the proposition that reality consists of 11 dimensions. As per the famous string theory findings. Although Physicists have grasped at straws when translating these higher dimensions, I have reason to believe that they're the true reality. As opposed to the material realm. God and other extra dimensional beings reside within these higher dimensions, based on empirical evidence personally pioneered by me. I am unaware of how many people actually are aware of this logical conclusion. But I wouldn't be surprised in this day and age to find many a physicist and mathematician who have not been graced by the world of metaphysics.
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