all no. = eachother

The fundamental rule you've missed is that you can't divide by zero.

why does mathematics back down from this are then "you can divide by all No.'s except 0" if we confounded this problem perhaps we would achieve greater enlightenment & even unlock the secretes of the universe. perhaps if all numbers are the same then our understanding of matter & energy would have to be overhauled.

why does mathematics back down from this are then "you can divide by all No.'s except 0" if we confounded this problem perhaps we would achieve greater enlightenment & even unlock the secretes of the universe. perhaps if all numbers are the same then our understanding of matter & energy would have to be overhauled.

if we say 0/0=n which can be proved by timesing the whole equation by 0 to get 0/0 & obviously n can be any No. :. 1=0/0=2 ect. or is there a fundamental rule I've missed here.

The fundamental rule you've missed is that you can't divide by zero.

Sometimes you can but it really depends on what you're doing. And 0/0 = 1.

We can have a limit however, and say that $\displaystyle\lim_{x \to 0^+} \dfrac{1}{x} = \infty$

What happens when we approach from the left? Does Zakee feel us good and proper?

You can divide by zero. Don't listen to the liars. They're just working for the government and they don't want you to realize that we'd have contact with extraterrestrial intelligence.

No, you can't.

No, it doesn't.

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Maybe not in pure maths. But when you do physics you get comfortable with these things.

If we say 0/0=n which can be proved by timesing the whole equation by 0 to get 0/0 & obviously n can be any No.