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Post by fishnchips on Jun 6, 2020 0:42:24 GMT
Can you position pi accurately on a number line?
Some say yes.
I would ask, "To how many decimal places have you plotted pi on your number line?".
Even if you've plotted it to a billion digits, there's another digit after those which pushes it ever so slightly further to the right.
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Post by karl on Jun 7, 2020 2:22:51 GMT
As is the case for all irrational numbers. They may only be approximated but never expressed accurately in the rational number system. And the set of all irrational numbers is also unenumerable.
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Post by Eugene 2.0 on Jun 8, 2020 10:27:08 GMT
If pi has all the combinations (it does have), then in any coordinates lines it will show all the possible curved function line, so it'll show everything. I guess it's always correct to say that the pi function is super-surjective, or there's no f(x) that doesn't have f(y).
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