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3/3 = 3+1/3+1 = 1 2/2 = 2+1/2+1 = 1 1/1= 1+1/1+1 = 1 0/0 = 0+1/0+1

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3/3 = 3+1/3+1 = 1
2/2 = 2+1/2+1 = 1
1/1= 1+1/1+1 = 1
0/0 = 0+1/0+1 = 1


Why is this wrong?
>>
why does 0/0 need to have a value?
>>
a value of 0 in the denominator is always undefined so impossible.
>>
-1/-1 = ????
>>
>>8857624
0 isn't a number
>>
>>8857632
It doesn't need to have value, it just so happens that it does.
>>
>>8857624
0/0 is considered indeterminate, you disgusting brainlet. This is because you could put a 1,2, pi, or any other value on the LHS. For example,
0/0 = x
0 = 0*x, which is true for all x.

Now fuck off and never post this bait again.
>>
You cannot divide something or nothing by nothing.
>>
>>8857666
No, it does not.
>>
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Pic related is OP
>>
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>>8857681
Explain this brainlet
>>
>>8857713
Are you trying to imply that 0 = 1 = 2 = ... ?
>>
>>8857713
shoddy programming
>>
>>8857624
Domain restriction
>>
>>8857713
0 = True <=> False <=> 1
>>
>>8857721
0=0+1=1+1=2+1=3 ...
>>
>>8857682
>There is no "zero"! Nothing is not a number!
>You can't do a-b if b>a! It makes no sense!
>Well, what you absolutely can't do is to take a square root of negative numbers! It just doesn't make SENSE!
>>
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>>8857624

>0/3 = 0
>0/2 = 0
>0/1 = 0
>0/0 = 1
>>
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>>8857770

>but it is TRUE, i tell you
>>
>>8857624
wow ebin math :DDDD

0/0 = 1
2*(0/0) = 2
2 = 2*(0/0) = (2*0)/0 = 0/0 = 1

broof that 2 = 1
:----DD
>>
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>>8857909

Done
>>
any number divided by 0 equals +-∞. That undefined, out-of-bounds bullshit is for precal noobs.
>>
>>8857653
Yes it is you fucking retard. Go back to grade school math faggot.
>>
>>8858724
>equals +-∞
Wrong.
These arent real numbers it makes no sense talking about "equal".
>>
>visit sci for first time
>expecting everyone to be smart
>see this shit
Ya fuck this
>>
>>8859016
Infinity has numerical properties and behaves like any number in many cases. So blow it out your ass.
>>
>>8858724
Kys brainlet. 4/0=infinity? well then it should be infinity * 0=4 is it true? No. Jesus you're stupid. Go back to kindergarden.
>>
>>8857624
3/3 = 3 + 1/3 + 1 = 1
3 + 1/3 + 1 = 1
3+1/3 = 0 ??

ignoring the division by 0 for a moment, am i missing something?
>>
>>8857624
3+1/3+1 = 1 is wrong.
>>
>>8857624
3/3=3+1/3+1=1+0/1+0=-0+1/0-1=-1*0+1

2/2=2+1/2+1=1+0/1+0=-0+1/01=-1*0+1

1/1=1+1/1+1=1+0/1+0=-0+1/0-1=-1*0+1

0/0=0*1/0*1=1*0+0*1=0
>>
>>8857624
>3/3 = 3+1/3+1
What?
>>
>>8857624
>i apply this rule of math and discard the other rule
>woa why is this wrong?!!
>>
>>8857624

Reductio ad absurdum.

The rules of addition are not the rules of division, nor can division be derived from the rules of addition.
>>
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>>8857624

1=2 - true = true/2=2 true -1 false=false/true = true=0.5+1.5 false= 1 (((3/3)))=1 true +1=1-false=-0.5 false
>>
3/3 = 9/3 + 1/3 + 3/3 (= 3 + 1/3 + 1)

What kind of math is this bullshit?
>not even correct
do your math right
>>
>>8858851
Calling 0 a number is like calling "nothing" a feeling. You can say "I feel nothing" and you can say "I have 0 apples" but that doesn't mean that "nothing" is an feeling or that 0 is a number.
>>8859100
>Infinity has numerical properties and behaves like any number in many cases
Just like 0, which is also not a number.
>>
>>8857681
>0/0 is considered indeterminate,
Please go find out what that term means before throwing it into conversations to which it is not in any way related.
>>
>>8860390


3/3=1/1=1

3/3=1^3=1*1*1=1=3/3
3/3=(1/3)*3=3/3=1
3/3=3/1*1root9=3/(1/3)=3/(3/3)=3*1/1=3/3=1
>>
>>8857624
Why didn't you try -1/-1 anon?
>>
>>8857624
Because x is strictly different than x+1, assuming x is any complex number
>>8857713
0/0=a*0/0 for all a with the same assumption.
>>
0/3 = 0
0/2 = 0
0/1 = 0
0/0 = 0
Why is this wrong?
>>
>>8860686
Why is this wrong?


Because you made a mistake on the last one.

0/0 = 1
>>
>>8857640
>doesn't understand limits
>>
>>8860357
>>8857969
>>8857857
>>8857713
what the heck
>>
So I'm reading What's Mathematics and it basically says that all math past natural number operations is pure convention. How fair is that assessment?
>>
>>8857969
> print("The number is false.")
>>
>>8857624
0/3 = 0
0/2 = 0
0/1 = 0
0/0 = 0
>>
>>8857681
Indeterminate forms really only apply when you are talking about lhopitals rule m8.
>>
The real reason this doesn't work is because the ring of fractions with respect to a multiplicatively closed subset S is just the zero ring if 0 is in S.
>>
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>>8861464
>implying anything except 1 is not just convention
>>
How many times can you take 0 away from 0 to get 0?
>>
>>8860796
You can approach zero as a denominator, but you can never reach it because it's undefined.
Thread posts: 52
Thread images: 8


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