# The power of the human (division by zero.)

Discussion in 'The Cesspool' started by TheFrogger, Oct 1, 2017.

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1. ### TheFroggerValued Senior Member

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1,366
Hello.

As many of us know, computers have trouble with division by zero. However I have discovered a way.

We simply add one to what we are dividing, add one to the divisor, and subtract one from this:

((+1/+1)-1)

The answers show division is without difference from adding, subtracting, or multiplication. When using zero in mathematics, there is nothing to operate with so the answer remains as it was.

For example:

(((1+1)/(0+1))-1)=1
(((2+1)/(0+1))-1)=2
...etc.

The interesting work comes from dividing zero...

3. ### NotEinsteinValued Senior Member

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1,869
Not true for the IEEE754 standard implemented in most modern day computers. It just results in +INF or -INF (positive infinity or negative infinity), and this is perfectly well defined in the standard. No trouble whatsoever.

So you're not dividing by zero (an ill-defined operation), but subtracting to zero (a well-defined operation). This has nothing to do with dividing by zero anymore.

I'm unclear as to what you mean exactly, but dividing is a separate operation from adding or subtracting; they are not (directly) related. In other words, they are very different. It is the inverse of multiplication, and thus different from that as well, although it's very related to it.

Might I suggest you look up what "vector spaces" are? The best way of understanding how these operations are defined is by looking into how they are defined for vector spaces.

You seem to be confusing the mathematical concept of zero with the concept of void or nothingness. They are not directly related, and should not be equivocated.

Again, you are not dividing by zero anymore.

5. ### DywyddyrPenguinaciously duckalicious.Valued Senior Member

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18,808
And, reversing that "equation", this would mean that
1 x 1 = 0
2 x 2 = 0
etc.
Fail.
Sheer crap.
(If I recall correctly - and I know I do - you have tried exactly this elsewhere: and been shown that (and how) you are wrong).
Reported.

7. ### NotEinsteinValued Senior Member

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1,869
(I just noticed: Counter, why is the topic title "The power of the human"?)

8. ### James RJust this guy, you know?Staff Member

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32,302
Also, the procedure gives the wrong answer for "sensible" divisions

For example, consider 6/3 = 2

Using Counter's method we have
$\frac{6}{3}=\frac{6+1}{3+1}-1=\frac{3}{4}$
which is clearly wrong.

9. ### TheFroggerValued Senior Member

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1,366
You are dividing six by three, not six by zero.

10. ### NotEinsteinValued Senior Member

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1,869
Yes, and you:

are dividing by one, not zero.

11. ### originIn a democracy you deserve the leaders you elect.Valued Senior Member

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10,718
7 of the last 8 cesspools have been from counter. Is that some sort of record?

12. ### TheFroggerValued Senior Member

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1,366
Could be, could be...☺

I'm dividing by zero. That happens to be the process dividing by zero. ☺

13. ### KittamaruAshes to ashes, dust to dust. Adieu, Sciforums.Valued Senior Member

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13,938
Looks like James forgot to lock this when he moved it... Let's fix that, shall we?

14. ### James RJust this guy, you know?Staff Member

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32,302
I thought people couldn't post to the cesspool. Maybe I ought to look into that...

15. ### KittamaruAshes to ashes, dust to dust. Adieu, Sciforums.Valued Senior Member

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13,938
It isn't possible to create a new topic here - however, if a thread is moved without being locked, it can be replied to.

16. ### James RJust this guy, you know?Staff Member

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32,302
Ok. Food for thought.