Re: Greatest Unit Theorem

On Mar 1, 4:04 pm, Aiya-Oba <aaiya...@xxxxxxxxxxxx> wrote:
"The greatest unit, is the equator and self-creator of All in all." -
Aiya-Oba (Philosopher)

Thus, (1 + n)^2  ... =  (1 + n) + n(n + 1)

Where n, can be any positive integer, and one, is constant.

      Such that, n = 4

 =    (1 + 4)^2  =  (1 + 4)  +  4(4 + 1)

=       5^2       =      5      +   4( 5)

=      25        =       5      +     20

=     25         =             25
                                             Q E D

"The greatest Unit, is the equator of every possible unit, and the
infinite Unit of Spacetime." - Aiya-Oba

Okay, first of all, this is something you could find after a class in
basic algebra. It is simply multiplying out (1 + n)(1 + n) and
rearranging and regrouping the terms.
Secondly, you only proved that a special case of it is true (namely,
where n = 4), which means you haven't proven it for all n.
It really wouldn't be that difficult to prove it for all n, either:
(1 + n)^2 = 1 + 2n + n^2
= 1 + n + n + n^2
= 1 + n + n^2 + n
= (1 + n) + n(n + 1)
Basically, this is not profound or new statement.
Thirdly, you misuse the ellipses in your original mathematical
statement. They should not be there.
Finally, please stop "quoting" yourself. It's irritating and the
"quotes" make no sense and have no apparent relevance to the rest of
your post.
.