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Is zero even or odd?

A

Alfred Z. Newmane

Jan 1, 1970
0
vonroach said:
Chuckle...slipped your mind that 0/0 is NOT a number, I suppose.

What in the sam-hell are you on? Thats what I've /BEEN/ saying, ya
trollimous maximus;

I've been saying it's undefined.

"Will someone please put this retard out of his misery." -Eric Cartman
 
V

vonroach

Jan 1, 1970
0
What in the sam-hell are you on? Thats what I've /BEEN/ saying, ya
trollimous maximus;

I've been saying it's undefined.

Then there was the trifle of your ambiguous apple question or should I
say troll.
 
A

Alfred Z. Newmane

Jan 1, 1970
0
vonroach said:
Then there was the trifle of your ambiguous apple question or should I
say troll.

I never asked the apple question, that was someone else. No wonder
you're so mixed up, you can't even put a statement with the correct
name!
 
E

Earle Jones

Jan 1, 1970
0
Alfred Z. Newmane said:
I never asked the apple question, that was someone else. No wonder
you're so mixed up, you can't even put a statement with the correct
name!

*
Zero is even.

1. It is divisible by two without a remainder.
2. It occurs between two odd integers.

earle
*
 
A

Alfred Z. Newmane

Jan 1, 1970
0
Earle said:
*
Zero is even.

1. It is divisible by two without a remainder.
2. It occurs between two odd integers.

earle
*

Exactly. And if I may expand on that:

Remember that:
even + even = even (eg: 2 + 4 = 6)
and
odd + even = odd (eg: 2 + 3 = 5)
and
odd + odd = even (eg: 3 + 5 = 8)


Consider:
0 + 2 = 2
- Even result, so zero must be Even; e+e=e rule.
But:
0 + 1 = 1
- Odd result, so 0 cannot be odd.
- Follows the e+o=o rule, again showing 0 must be Even.
 
G

George Cox

Jan 1, 1970
0
Fred said:
... Halmos in his General
Topology...

What's that? Guess (on the basis that they're both GTM): Kelley's
General Topology or Halmos's Measure Theory.
 
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