Official Everybody Edits Forums

Deetz

Guest

Re: EEDD's Equivalencircle

I sees a deraining coming on.

Fun level, raged

Koya

Fabulous Member

From: The island with those Brits

Joined: 2015-02-18

Posts: 6,310

Re: EEDD's Equivalencircle

Well, the maths was the easy part. With a keyboard that has almost run out of battery, the lag was too much to continue on my quest to the great circle.

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Thank you eleizibeth ^

I stack my signatures rather than delete them so I don't lose them

maegor

Guest

Re: EEDD's Equivalencircle

0/0 can be 0 or be infinite, but I don't know how that can be 1 '-'

Codfoshie

Member

Joined: 2015-02-15

Posts: 686

Re: EEDD's Equivalencircle

0/0 can be 0 or be infinite, but I don't know how that can be 1 '-'

You shouldn't divide when using powers...
Anyways, if you take a branch of math at University/College (depending on where you come from, I am pretty sure you will get a better definition why it equals 1.

And that stuff that you posted before, it is a mathematical paradox.

Lictor666

Guest

Re: EEDD's Equivalencircle

x = y
x^2 = xy
x^2-y^2 = xy-y^2
(x+y)(x-y) = y(x-y)
x+y = y
2y = y
2 = 1
1 = 0

It's stupid :
You know (I think) that it's impossible to do x/0. Look at your calculator or ask your teacher, or just be logic, you can't divise a cake in 0 part.
And here you divide and multiply by x or y (same number because x=y)
And you know (I think) that x or y can be all the number, 0 including.
So it's impossible, or the result is 0=0

Same exemple here :
2y = y (real résult of the équation is 0, of course)
(2y)/y = y/y (here you divide by y, so maybe by 0, imposs)
(2y)/y = 1
2x(y/y) = 1
2 x 1 = 1
2 = 1

Polis

Member

Joined: 2015-02-23

Posts: 440

Re: EEDD's Equivalencircle

I won, you saw, not that hard acutally. It was fun for me.
It'd be nice if you made more and harder stuff

Terence22205

Guest

Re: EEDD's Equivalencircle

Awesome level.

I had to go at 11 coins though. :c

bennyboy1251

Guest

Re: EEDD's Equivalencircle

x = y
x^2 = xy
x^2-y^2 = xy-y^2
(x+y)(x-y) = y(x-y)
x+y = y
2y = y
2 = 1
1 = 0

It's stupid :
You know (I think) that it's impossible to do x/0. Look at your calculator or ask your teacher, or just be logic, you can't divise a cake in 0 part.
And here you divide and multiply by x or y (same number because x=y)
And you know (I think) that x or y can be all the number, 0 including.
So it's impossible, or the result is 0=0

Same exemple here :
2y = y (real résult of the équation is 0, of course)
(2y)/y = y/y (here you divide by y, so maybe by 0, imposs)
(2y)/y = 1
2x(y/y) = 1
2 x 1 = 1
2 = 1

Its just a joke Lictor666.

maegor

Guest

Re: EEDD's Equivalencircle

You shouldn't divide when using powers...

but
x^-1=x/x/x
x^-2=x/x/x/x
x^-3=x/x/x/x/x

so x^0=x/x

Last edited by maegor (Jan 2 2013 3:49:24 pm)

Codfoshie

Member

Joined: 2015-02-15

Posts: 686

Re: EEDD's Equivalencircle

You shouldn't divide when using powers...

but
x^-1=x/x/x
x^-2=x/x/x/x
x^-3=x/x/x/x/x

so x^0=x/x

But 0 isn't negative.
It is seen as a positive number in the mathematics community

maegor

Guest

Re: EEDD's Equivalencircle

neither positive, nor negative
but whatever

x^5 = x*x*x*x*x
x^4 = x*x*x*x
x^3 = x*x*x
x^2 = x*x
x^1 = x
x^0 = x/x
x^-1= x/x/x
x^-2= x/x/x/x
x^-3= x/x/x/x/x

It's impossible to be more logical

Codfoshie

Member

Joined: 2015-02-15

Posts: 686

Re: EEDD's Equivalencircle

neither positive, nor negative
but whatever

x^5 = x*x*x*x*x
x^4 = x*x*x*x
x^3 = x*x*x
x^2 = x*x
x^1 = x
x^0 = x/x
x^-1= x/x/x
x^-2= x/x/x/x
x^-3= x/x/x/x/x

It's impossible to be more logical

Even if that is the case, why are you including the power 0 as a negative number?
x^2=x^2
x^1=x
x^0=1
x^-1=1/x
x^-2=1/x^2

Last edited by Doctor_downes (Jan 2 2013 5:10:28 pm)

maegor

Guest

Re: EEDD's Equivalencircle

1/x = x/x/x
1/x^2 = 1/x*x = x/x/x/x

division don't means that 0 is negative '-'

Codfoshie

Member

Joined: 2015-02-15

Posts: 686

Re: EEDD's Equivalencircle

Even if you are doing it that method, x/x for 0 is 1.

maegor

Guest

Re: EEDD's Equivalencircle

so 0/0=1?

@edit
forget the discussion, i did the sanity test , 0/0 can be any number. +rep for opening my mind

@edit2
your rep is disabled

Last edited by maegor (Jan 2 2013 5:43:44 pm)

Codfoshie

Member

Joined: 2015-02-15

Posts: 686

Re: EEDD's Equivalencircle

so 0/0=1?

You are using x, meaning any number, so in that instance yes.

x/x can be simplified to 1, therefore you needn't substitute x back.

So, theoretically you disproved yourself, by using the proof.

GKAbyss

Guest

Re: EEDD's Equivalencircle

The thing I hate most in the world is trigonometric identities.
I'm trying the level

Jaybm

Guest

Re: EEDD's Equivalencircle

Win. It was a fun challenge, keep up the good work.

curdflappersEx9122

Guest

Re: EEDD's Equivalencircle

None got 3 blue coins.

Redhat

Member

Joined: 2015-02-16

Posts: 201

Re: EEDD's Equivalencircle

RedHat used Golden Shovel, it's super effective.

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killingpepper123

Guest

Re: EEDD's Equivalencircle

Thanks to eedd, I showed I was 2pr04him.

Benjamin

Guest

Re: EEDD's Equivalencircle

Nice level.