QUESTION

>>8083981
zero

>>8083982
prove it

1.

Undergrads will disagree.

>>8083981
What does opposite mean?

>>8083981
opposite in terms of what?

>>8084005
seconded

The opposite of nothing is everything, thus the opposite of zero is a set larger than infinity. (See Cantor)

>>8083985
I'm a first year undergrad and I agree

>>8083985
>>8084030
why

negative zero

>>8084035
Hello undergraduate. Are you enjoying your summer vacation? You better be applying for those lab assistant positions if you want to get into grad school!

>>8084056
i just dont understand why it's 1

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infinity

The additive inverse is, well, 0.
There is no multiplicative inverse of 0.
If you flip it horizontally or vertically, you get 0.
Any other opposites I forgot?

>>8083981
depends on the context
>1
>any number

>>8083985
bullshit, it's 0.999...

>>8083981
Everything

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>>8083981
1/0.

>>8083981
What would happen if I popped that?

>>8084112
nice meme friendo :^)

>>8084123
It would be extremely painful

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>>8083982

-0

>>8083981
infinite

>>8083981
Zero is nothing, the opposite of which would presumably be everything?

>>8084119
And nothing

>>8083981
Question makes no sense, assumes existence of R.

something and everything are equivalent relative to zero

in the same way that zero and something are equivalent relative to infinity

>>8084171
Nothing isnt the opposite of nothing though. Since zero is the lack of any value its opposite would be ALL values

>>8084183
Useless drivel

0 is abstract.
Do you mean infinite nothingness or an example of a negative within a construct?

>>8083982
First answer is the correct answer, as usual

||

0 is the dividing tipping point lens between nigative and positive.

Therefore its opposite would be a merging point lens between nigertive and positive, even if its less focused and more unbiased to the value's distance from it.

In other words, its the abs value symbol.

>>8084206
But the sum of all elements of R would be 0

>>8083981
There is none in euclidean space, but when working with quasinorm space which is locally hyperpositive it is the divergent cosector bounded by the |0 and 0|.

>>8083981
non-zero

>>8083981
>hey sci, what's the opposite of zero?
/g/ here.
The opposite of 0 is true.

>>8083981
[math] \neq 0 =1 [/math]

>>8084453
derp.
[math] \neg 0 =1 [/math]

>>8083981
Zero is just an element.

To have the notion of opposite, by which you mean inverse, you need to have a function to invert.

So to proceed with your question you must define the operation you are referring to, otherwise it is ill-posed.

>>8084065
Binary.

>>8084470
if i may elaborate, dividing by 0 is probing the quantity in no parts. Dividing by 1 probes the quantity in all parts. This is the similarity between the tech and math status on this approach.

>>8083981
0.999...

orez

>>8084065
because 0 in most kontext mean "nothing"
>0 apple = no apple at all
>0 = no information
the opposite are information
represented in computer by 1

>>8083981

opposite of 0 is obviously infinity

>>8083981
minus zero. duh.

>>8084150
For him.
He would probably go deaf.

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>>8083981

>>8083981
>what's the opposite of zero?

A hero.

>>8083981
R

-0, Opposite of zero is Minus Zero,another name that is behind infinity.
for ex:-fishes in ocean,stars in galaxy,time for every one.
Minus zero is any thing behind imagination.