The identity property of -1

The identity property of -1

A real number multiplied by -1 will give its opposite symmetrical value.

(+x)(-1)= -X

(-x)(-1) =+X

The identity property of -1 is equal to the identity property of 1 when

[(X)(-1)]-1 = (X)(1)

Therefore, -1 as a real number can be expressed as:

-1 = (X)(1)/(X)(-1)

Making it possible, with some strong imagination abilities:

Transform: X^2 + 1 = 0

Into:     [(X)(1)/(X)(-1)] + 1 = 0

In which X can be expressed as any real number.

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This was an idea i just wanted to post, thanks for reading.