Some things w/ infinity
I am sorry, but I am too tired to explain these things. Please, forgive me, as I should not be posting at this hour, but an idea hit.
Consider undef. a concept.
infinity/0=undef. x infinity
Thus
infinity/infinity=infinity
(i/infinity where i is any number is equal to infinity^-1 x i, and it is quite a small number. Also, infinity/i is infinity.)
and
0/0=infinity
also
0/infinity=0,
infinity x 0=0
undef. x 0=infinity
infinity x undef.=infinity/0 by the way. Thus undef.=i/0 (it works all the same, since infinity is the set of all numbers)
And
Infinity^0=infinity, while 0^infinity=0 thus the undef. root of infinity is infinity and the 0 root of 0 is 0. This tells nothing of the undef. root of 0, but it is definitely between 1 and 0. I would say that it is 0, but that is just me.
OK. Thanks, and good night.
I am sorry, but I am too tired to explain these things. Please, forgive me, as I should not be posting at this hour, but an idea hit.
Consider undef. a concept.
infinity/0=undef. x infinity
Thus
infinity/infinity=infinity
(i/infinity where i is any number is equal to infinity^-1 x i, and it is quite a small number. Also, infinity/i is infinity.)
and
0/0=infinity
also
0/infinity=0,
infinity x 0=0
undef. x 0=infinity
infinity x undef.=infinity/0 by the way. Thus undef.=i/0 (it works all the same, since infinity is the set of all numbers)
And
Infinity^0=infinity, while 0^infinity=0 thus the undef. root of infinity is infinity and the 0 root of 0 is 0. This tells nothing of the undef. root of 0, but it is definitely between 1 and 0. I would say that it is 0, but that is just me.
OK. Thanks, and good night.