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#76 Re: This is Cool » Infinity multiplied by infinity » 2012-10-24 09:42:21

By the way, I Will use dividev by from now, thanks!

#77 Re: This is Cool » Infinity multiplied by infinity » 2012-10-24 09:41:19

Sorry, this means n^3 divided n= n^2.

#78 Re: This is Cool » Infinity multiplied by infinity » 2012-10-24 09:37:15

Regarding the second post  n^3: n = n^2 is a simple formula, applied to infinity shows that infinity*infinity = indeterminate.

#79 Re: This is Cool » Infinity multiplied by infinity » 2012-10-24 09:32:41

Hi;
The most Plausible hypothesis is 0, But if n : infinity = 0 means that n : 0 = infinity, which is impossible.  I think that 0 is the batter hypothesis, But I would not exclude infinity. Answers are many.

#80 Re: This is Cool » Infinity multiplied by infinity » 2012-10-24 09:26:43

Sorry, bobbym, n to infinity or n : infinity?

#82 Re: This is Cool » Infinity multiplied by infinity » 2012-10-24 08:44:36

Hi;
So you suggest that infinity multiplied by infinity equals infinity?
By the way, there are just two hypothesis about this operation.

#83 This is Cool » Infinity multiplied by infinity » 2012-10-24 08:01:19

Mpmath
Replies: 49

Hy everyone!
What do you think about operations with infinity?
We know that  ∞ : ∞ = indeterminate, but what about ∞ * ∞ ?
The result is ∞ ?
A friend of mine suggest this:
n^3 : n = n^2
so
∞^3 : ∞ = ∞^2
so
∞ : ∞ = ∞^2
which means
∞^2 = indeterminate.
Any feedback is welcome.

#84 Re: This is Cool » Pascal's square » 2012-10-15 02:57:38

Hi,
I'm in the 13th standard.

#87 Re: This is Cool » Pascal's square » 2012-10-12 02:35:56

Hi,
Thanks for the comment.
But tris square it's not so similar to the Pascal's triangle, because numbers are very different (I notice that all of the square are exponents of 2) and they follow  this rule:

1 + 1 = 2
+    +    +
1 + 1 = 2
=    =    =
2 + 2 = 2

#88 This is Cool » Pascal's square » 2012-10-11 18:23:55

Mpmath
Replies: 112

Hi everyone!

I'm new to the forum and I wanted to share my Pascal's square. The criterion is the same of the triangle. Numbers are obtained from the sum of the numbers in each row and each column. I hope you enjoy it! Any feedback is welcome.

Pascal's square

1     1     2     4     8
1     1     2     4     8
2     2     4     8    16
4     4     8    16   32
8     8    16   32   64
16   16   32   64  128

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