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/sci/ - Science & Math

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1924961 No.1924961 [Reply] [Original]

1 ÷ 1 = 1
2 ÷ 2 = 2
3 ÷ 3 = 3

x ÷ x = x
x=0

therefore

0 ÷ 0 = 0

>> No.1924968

you, sir, are trying to divide by zero in
x ÷ x = x

therefore, your a huge faggot

>> No.1924966

i'd be so proud of /sci/ if my post was the last one in this thread

>> No.1924971

>>1924968
trolled or not?

>> No.1924970

10/10

Would rage again.

>> No.1924976
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1924976

>> No.1924990

>>1924971
Counter-troll attempt status: Successful

>> No.1924991

Usually people go to the effort to disguise their division by zero.

>> No.1924998

It made me think. GRATZ :D

>> No.1925023

>>1924961
>2 /2 = 2

stopped reading here.

>> No.1925035
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1925035

I...

>> No.1925036

you can't mix numbers and concepts, silly

>> No.1925044

OP, you dumbfuck, x/x=1

therefore, 0/0=1

>> No.1925073
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1925073

>>1925044

>> No.1925075

<span class="math">
f(x) = a/x
[/spoiler]
<span class="math">
\lim_{x\to0}f(x) = \infty
[/spoiler]

f(0) is not defined

>> No.1925087

Do I really have to be the one to point out that 2/2 and 3/3 both equal 1, not 2 and 3?

>> No.1925097

>>1925075
sorry. I meant
if <span class="math"> f(x) = \frac{a}{x} [/spoiler]
<span class="math">
\lim_{x\to0^{+}}f(x) = +\infty
[/spoiler]
<span class="math">
\lim_{x\to0^{-}}f(x) = -\infty
[/spoiler]
and f(0) is not defined.

>> No.1925102
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1925102

>>1925075
<span class="math">lim_(x->0) a/x[/spoiler] isn't defined since it's <span class="math">+/infty[/spoiler] from above and <span class="math">-/infty[/spoiler] (assuming a>0, if a<0 it's the other way round, same problem though).

Oh wait, I'm in a troll thread.

>> No.1925104

>>1925097
Sup
<div class="math">f(x)=\frac{-1}x</div>

>> No.1925109
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1925109

>> No.1925110

>>1925087
see
>>1925023

>> No.1925120

>>1925104
lol yeah. should have made a restriction like a>0. too late now

>> No.1925166

2 / 2 = 1.
3 / 3 = 1.
0 / 0 = 1- FFFFFFFFFFFFFFFFFUUUUUUUUUUUUUUUUUUU

>> No.1925248

>>1924966
lol'd, then wept at the trainwreck

>> No.1925294

This would probably have worked better in /b/. Seriously, those guys can't agree on PEMBAS or whatever. Took me a while to figure out what they were raging about because I'd never been taught a mnemonic for basic level math.

>> No.1925301
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1925301

(1 ÷ 1)1 = 1
(2 ÷ 2)2 = 2
(3 ÷ 3)3 = 3

(x ÷ x)x = x
x=0

therefore

(0 ÷ 0)0 = 0

>> No.1926308

>>1925294
YOU cant agree on PEMBDAS

>> No.1926340

If you have no slices of cake, and you share it with no one, how much cake do you get?

>> No.1926350

0 is a placeholder for values, it, itself, has no value.

>> No.1926373
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1926373

>>1925301

>> No.1926387

Consider the equation 0/0=x
Using algebra, 0=0x
What values of x make this true?
Spoiler alert = every fucking real, irrational, rational, complex, imaginary number out there.

i.e., the answer is indeterminant.

>> No.1926402

>>1926387
Spoiler alert = no

>> No.1926419

why is this still here?