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/sci/ - Science & Math


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10936193 No.10936193 [Reply] [Original]

I found the even to odd equation, it converts any even number into an odd number and vice versa:

n-1

>> No.10936197

>doesn't include the domain of n

>> No.10936208

>>10936197
Thanks for the 97.
The domain is unknown, because we don't know every number, so how do we know that it works for every number? Since we don't know all the numbers, how can we know the domain? Lol. Duh.

>> No.10936211

>>10936193
The square of an odd number is odd.
Therefore, since i'2 = -1 and -1 is odd, so i is odd too.

>> No.10936212

>>10936211
And i-1 is even ?

>> No.10936213

>>10936212
square it.

>> No.10936215
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10936215

>>10936212
Yes

>> No.10936216

>>10936208
You should publish these findings.

>> No.10936219

>>10936208
>how do we know that it works for every number?
So how do you know it's THE even to odd equation? You said in the OP
>it converts any even number...
And are now contradicting yourself

>> No.10936221

>>10936219
Oh, I only tested it for all known numbers, so it works for all known numbers, so there's a 99% chance it works, but, do we really ever know anything ?

>> No.10936224

>>10936221
Thanks for the 21.

>> No.10936226
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10936226

Ok any number you say?


lets take a nice [math]x \in \mathbb{Q} [/math] let's say [math]\frac{15}{2} [/math]
[eqn]\frac{15}{2} -1 = \frac{13}{2}[/eqn]
[eqn]\frac{13}{2} \notin \mathbb{N}[/eqn] Therefore our number is neither odd nor even

>> No.10936229

>>10936224
Thanks for the 4.
>>10936226
Actually 15 / 2 is actually the same thing as 15 - 1 and 2 - 1 so 15 / 2 is actually 14 / 1 and 14 is even so 15 / 2 is odd. There, do I have to do everything?

>> No.10936232

>>10936226
If it is neither odd nor even, then what is it? A superposition of the 2? Can such a number even exist?
I don’t think that number exists

>> No.10936233

>>10936229
thanks for the 29
>>10936224
thanks for the 24

>> No.10936238
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10936238

>>10936229
Wow omg I am such a brainlet thanks for showing me the light chad