Square and Square Root

Take one square and take
A line, and cut it down the
Middle. Then do it
Again perpendicular.
See each line segment's a half.

Then, note that the areas of two lines
Is equal to one fourth the square.

Then note 3+4=5 is not
True. But 9 + 16 = 25 is true.
Thus, by square rooting the variables
You incur the dimensions of one dimensional
Lines of a right Triangle.

Also, the quadratic equation reduces
Polynomials to one dimension. 
How? By intuiting the axiom of
Of a square or rectangle, by the three
Coefficients. So that the equation
Breaks down into length and width
And represented by the two factors.
Know that length and width breaks down
To one dimensional lines.
So also, negative and positive
Numbers square into the same numeral;
Thus, also into length and width.

Why P won't equal
NP, is that some NP
Cannot be a square.