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Old 05-August-2004, 07:28 PM
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Default The mutiplication of the number 0 and astronomical economics

8 = 2^3
ln(8) = ln(2)*3
from here, we can write:
ln(8)/ln(2) = 3

a^b = c^d
ln(a)*b = ln(c)*d

x can be any number than can be LN'd

ln(1) = ln(x)*0
1=x^0

ln(x) = ln(x)*1
x=x^1

0=0^x
ln(0)=ln(0)*x
are powers of 0 legal?
maybe not
0*0=0
cannot mutiply zero... zero cannot be mutiplied, can it? so how can you mutiply zero with zero?
zero is a mutiple of what? what is a mutiple of zero?

ln(1)*x = ln(1)
1=1^x
however, others would start with 1n(1)/1n(1) = x
you cannot divide by zero... but wait!
0*x=0
remember, zero cannot be mutiplied
0+0...=0
0+0+0...=0
0+0+0+0...=0
0+0+0+0+0...=0

0*x is a "false" expression which really equals 0.

0*0 = 0+0
0*0*0 = 0+0+0
0*0 = 0+0

??? you cannot mutiply or divide zero into something else. you do not have to mutiply zero with zero because it equals zero.

the following is wrong
0*x=0
x=0/0
wrong!

cannot mutiply zero
0*x >> false!
0 >> true!
x-x >>> true!

false does not equal true:
0*x=0
wrong!
x-x=0
correct!

or does it?
is 0/0 false?
many assume it is, but if it wasn't, then

ln(1)=ln(1)*x
so
1=1^x
would be true

if 0/0 is false
then so is 1^x

but isn't 1^x ok? if it was, then 0/0 would be too.

say that 1^x is false
1 >> true
1^x >> false

this is like saying
1^x >> false
1^(1/0) >> false

neither is correct

1*1 = 1+0
1*1*1 = 1+0+0

1/1 = 1+0+0
1/1/1 = 1+0

0*0=0+0
0*0*0=0+0+0
0*0=0+0

can you really divide and mutiply 0?
0 is a mutiple of what? what are the factors of 0?
what is a mutiple of 0? what number has zero as a factor?
can zero be a factor of a number?
if not, then you cannot mutiply a number with zero to get a number.

how many factors are there for zero, if zero can be a factor?
the factor cannot be zero, if zero is not a factor of the numbers 2, 3, 4, etc.
does zero have any factors at all if there is no mutiple of zero?

cannot mutiply and divide zero? your answers please.

remember, it is possible to do x-x=0 and x-1.5x=-.5x and such... so it's still possible to do all sorts of math without having to mutiply by 0.

but does x*0 reflect the logic and structure of the universe?

captialism.... is it because of the concept of *0 that debt has not been eliminated?
money doesn't have to represent the worth of our work, but is that fair?

therefore, i propose that a new understanding of the workings and nature of zero will improve the economy and elimnate debt.
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Old 05-August-2004, 07:45 PM
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Default Re: The mutiplication of the number 0 and astronomical econo

What a long post. Here's a short answer.

Yes, you can multiply by zero. The answer is always zero.

No, you cannot divide by zero. It's meaningless.

Quote:
Originally Posted by kmarinas86
but does x*0 reflect the logic and structure of the universe?
Yes it does. You have three pairs of shoes. How many shoes do you have? 3*2.
Now, how many shoes do you have if you have no pairs of shoes?

Quote:
Originally Posted by kmarinas86
captialism.... is it because of the concept of *0 that debt has not been eliminated?
money doesn't have to represent the worth of our work, but is that fair?

therefore, i propose that a new understanding of the workings and nature of zero will improve the economy and elimnate debt.
Could you lend me a hundred while I think about this?
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Old 05-August-2004, 07:49 PM
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x+0=x
x-0=x
x×0=0
x÷0=infinite
x^0=1

There's nothing more to be said on the matter.
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Old 05-August-2004, 08:01 PM
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Quote:
Originally Posted by Glom
x+0=x
x-0=x
x×0=0
x÷0=infinite
x^0=1

There's nothing more to be said on the matter.
Except your fourth one is usually considered false (instead, it's undefined), and the last one is sometimes undefined.
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Old 05-August-2004, 08:02 PM
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Quote:
Originally Posted by Glom
x+0=x
x-0=x
x×0=0
x÷0=infinite
x^0=1

There's nothing more to be said on the matter.
This is somewhere in the swamplands where philosophy and mathematics meet, but I alwys thought that "x/0=infinite" isn't really true. x/0 simply does not have a meaningful answer. It is true however, that

lim(x/y) = infinite
y -> 0

That's my understanding anyway, and I may well be wrong. Either way, it shows that you don't need a complicated equation to make your eyes spin round and your head hurt.
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Old 05-August-2004, 08:09 PM
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Well, if you want to get pedantic. I have enough of limits after a couple of my friends were discussing them while we were queuing for a ride at Alton Towers.
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Old 05-August-2004, 08:10 PM
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Default Re: The mutiplication of the number 0 and astronomical econo

Warning: The original post should have been made in BABBling!

Quote:
Originally Posted by kmarinas86
ln(x) = ln(x)*1
x=x^1

0=0^x
ln(0)=ln(0)*x
are powers of 0 legal?
Yes, but logarithms are not-so-legal.

Quote:
Originally Posted by kmarinas86
maybe not
0*0=0
cannot mutiply zero... zero cannot be mutiplied, can it?
It can, usually.

Quote:
Originally Posted by kmarinas86
0*x is a "false" expression which really equals 0.
There's nothing false about it. Zero can be multiplied as many times as you like.

Quote:
Originally Posted by kmarinas86
0*x >> false!
0 >> true!
x-x >>> true!
?!

Quote:
Originally Posted by kmarinas86
is 0/0 false?
Not false, but meaningless.

Quote:
Originally Posted by kmarinas86
many assume it is, but if it wasn't, then

ln(1)=ln(1)*x
so
1=1^x
would be true
And it is, usually.

Quote:
Originally Posted by kmarinas86
0 is a mutiple of what? what are the factors of 0?
All numbers are factors of zero.

Quote:
Originally Posted by kmarinas86
what is a mutiple of 0?
Zero.

Quote:
Originally Posted by kmarinas86
what number has zero as a factor?
Zero.

Quote:
Originally Posted by kmarinas86
can zero be a factor of a number?
See above.

Quote:
Originally Posted by kmarinas86
but does x*0 reflect the logic and structure of the universe?
I believe so.

Quote:
Originally Posted by kmarinas86
captialism.... is it because of the concept of *0 that debt has not been eliminated?
money doesn't have to represent the worth of our work, but is that fair?

therefore, i propose that a new understanding of the workings and nature of zero will improve the economy and elimnate debt.
You should ask that question in a forum devoted to economics.
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Old 05-August-2004, 08:15 PM
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lol :P
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Old 05-August-2004, 08:19 PM
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Quote:
Originally Posted by Glom
Well, if you want to get pedantic.
Me? I thought you... h*ck, show me the p*b.
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Old 05-August-2004, 08:26 PM
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Quote:
Originally Posted by kmarinas86
lol :P
That was my first reaction, as well. But I had some time to kill.
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Old 05-August-2004, 09:09 PM
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x/0 = undefined
x = undefined*0
x = x/0*0 = 0/0
0/0 = undefined
x = undefined
x/0=x

would you agree that x another way to say undefined?
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Old 05-August-2004, 09:12 PM
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No, it's another way of saying 'arbitrary number'.
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Old 05-August-2004, 09:14 PM
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undefined is also arbitrary... x and undefined can both be described as "arbitrary".
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Old 05-August-2004, 09:22 PM
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Quote:
Originally Posted by kmarinas86
undefined is also arbitrary
No, they mean different things in mathematics.
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Old 05-August-2004, 09:23 PM
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Quote:
No, they mean different things in mathematics.
ok.
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Old 05-August-2004, 09:41 PM
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x/0 = undefined
0^0 = undefined

if
Step 2: x/0 = 0^0
Step 1: x = 0^1

x=0

where
x/0 = undefined

what can x equal?
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Old 05-August-2004, 09:52 PM
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Quote:
Originally Posted by kmarinas86
Quote:
No, they mean different things in mathematics.
ok.
It's a subtle distinction, but an important one. Talk to your local math teacher/professor for more details.
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Old 05-August-2004, 10:04 PM
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Pointers for those insterested:

o Multiplication: http://mathworld.wolfram.com/Multiplication.html
o Division: http://mathworld.wolfram.com/Division.html
o Zero: http://mathworld.wolfram.com/Zero.html
o Division by Zero: http://mathworld.wolfram.com/DivisionbyZero.html

edit: added a few
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Old 06-August-2004, 01:15 AM
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I was wondering if something like this would come up sooner or later! This is a site that I stumbled across a few months back regarding "division by zero".

http://members.lycos.co.uk/zerobyzero/index.html

This person actually does answer your email messages, but if you disagree with him (as I did) be prepared to be told that your mathematical ability is of kindergarten standard!
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Old 06-August-2004, 01:33 AM
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Quote:
Originally Posted by kmarinas86
x/0 = undefined
0^0 = undefined
...
[snip]

Actually, this isn't correct. x/0 is undefined; 0^0 is undefined. They do not equal undefined. They don't equal anything.
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Old 06-August-2004, 01:47 AM
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There you have it! The Math of the 21st Century!
Glad that someone there did it before I would need to.
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Old 06-August-2004, 02:24 AM
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Quote:
Originally Posted by Roving Philosopher
Quote:
Originally Posted by kmarinas86
x/0 = undefined
0^0 = undefined
...
[snip]

Actually, this isn't correct. x/0 is undefined; 0^0 is undefined. They do not equal undefined. They don't equal anything.
well i know that "doesn't not make sense" does not equal anything.

the meaning of the word "is" is this
the meaning of the word "is" equals this:

two plus two is four
two plus two equals four

if 2 divided by 0 does not equal undefined
then 2 divided by 0 is not undefined....

but that is essentially wrong (hopefully we remember) that 2 divided by 0 is undefined.
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Old 06-August-2004, 02:43 AM
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Quote:
Originally Posted by kmarinas86
Quote:
Originally Posted by Roving Philosopher
Quote:
Originally Posted by kmarinas86
x/0 = undefined
0^0 = undefined
...
[snip]

Actually, this isn't correct. x/0 is undefined; 0^0 is undefined. They do not equal undefined. They don't equal anything.
well i know that "doesn't not make sense" does not equal anything.

the meaning of the word "is" is this
the meaning of the word "is" equals this:

two plus two is four
two plus two equals four

if 2 divided by 0 does not equal undefined
then 2 divided by 0 is not undefined....

but that is essentially wrong (hopefully we remember) that 2 divided by 0 is undefined.
'Undefined' is a property possessed by the expression x/0, not the value of the expression.

'The grass is green' does not mean 'the grass equals green'
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Old 06-August-2004, 03:36 AM
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this is why 21/0 does not equal 0
21/0 = 0
21 = 0*0
WRONG


now, this is why 2/0 does equal 0!
21 \ 0 = 0
(21*0) \ 0 = (0*0)
0 \ 0 = 0
0 = 0 * 0

NUFF said.
http://members.lycos.co.uk/zerobyzero/index.html
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Old 06-August-2004, 03:44 AM
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Quote:
Originally Posted by kmarinas86
now, this is why 2/0 does equal 0!
21 \ 0 = 0
(21*0) \ 0 = (0*0)
0 \ 0 = 0
0 = 0 * 0

NUFF said.
http://members.lycos.co.uk/zerobyzero/index.html
How are you seeing that that says 2/0 equals 0?

And 21/0 is not 0.
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Old 06-August-2004, 04:00 AM
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Quote:
Originally Posted by Normandy6644
Quote:
Originally Posted by kmarinas86
now, this is why 2/0 does equal 0!
21 \ 0 = 0
(21*0) \ 0 = (0*0)
0 \ 0 = 0
0 = 0 * 0

NUFF said.
http://members.lycos.co.uk/zerobyzero/index.html
How are you seeing that that says 2/0 equals 0?

And 21/0 is not 0.
this is because:

Quote:
Originally Posted by kmarinas86
21/0 = 0
21 = 0*0
WRONG
however. empricially, say we have 10 ounce pie / 5 pieces = 2 ounce-pie-pieces
10/0 ... a 10 ounce pie per 0 pieces? no!
0/0 ... 0 pieces / 0 pie = 0 ounces

therefore the steps that this:
21 \ 0 = 0 >> 21 ounces per pie... but never mind, (\) no pieces, therefore (=) no ounces of pie
(21*0) \ 0 = (0*0) >> no (0) (*) 21-ounce pie per (\) 0 pieces (=) 0 ounces for (*) 0 pie
0 \ 0 = 0 >> 0 ounces per (\) 0 pie (=) 0 ounces of pie.
0 = 0 * 0 >> 0 ounces for (=) 0 pie with (*) 0 ounces each

http://members.lycos.co.uk/zerobyzero/index.html

don't mind my spelling mistakes.
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Old 06-August-2004, 04:54 AM
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I'm not really convinced, especially since you're conclusions don't follow logically from your premises.
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Old 06-August-2004, 05:02 AM
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Just my 1/50th of a dollar, from a guy who graded his mom's Algebra 1 tests for years:

Once you each a step where you find yourself dividing by zero, you're stuck. Since the operation of division by zero is undefined, further algebraic manipulation is pointless. Any further results will also be undefined, and meaningless.
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Old 06-August-2004, 05:46 AM
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Interestingly, this problem of division by zero is similar to the bet Hawking just lost.

Mathematically you can have a singularity: a point (zero) that essentially allows only one-way transformation of information. You can multiply by zero, but attempt to divide, and given that 0 has infinite factors, it is impossible to reach any conclusion, even infinity - as that is still more definite than a divide by zero operation will allow. It is a hopeless case, as 0/0 = infinity is just as valid as saying 0/0 = 0, so 0 = infinity?

Sorry, it's meaningless.
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Old 06-August-2004, 11:21 AM
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It took me only one paragraph to find some nonsense: :roll:

Quote:
There seems to be a problem. Many people still do not understand the meaning, the value, and the use of zero. In this day and age of high tech we still revert to this ancient myth that division by zero is some sort of error. Conceived and printed in the days when they thought the earth was flat, our early mathematicians created a mathematical error that has lasted for centuries and may last for eternity.
When mathematicians first started treating zero as number, the world was already well known not to be flat.

Just so you have an idea of what is wrong in that website, the following is from the preface:

Quote:
With division you state how much you want to divide by the divisor.  

(Object) / (Divisor) = (Product Of Division)

What should you state when you wish not to divide?  If you have a pie and wish it not divided, what is the mathematical statement you should form to order this command?  What is the Divisor when you do not want to divide or something is not dividing?

Apparently most people on Planet Earth do not know. And so I would like to explain to you the very simple answer.

ZERO
Wrong!

When you do not wish to divide, you pick 1 as the divisor! Anyone who's gone to highschool should know this. Even earlier than that.

Quote:
Originally Posted by kmarinas86
now, this is why 2/0 does equal 0!
21 \ 0 = 0
(21*0) \ 0 = (0*0)
0 \ 0 = 0
0 = 0 * 0

NUFF said.
'Nuff said, indeed.

kmarinas86, take a chance in your life, and talk to a mathematician or a math teacher. What have you got to lose?
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