The Last Digit of Pi.

DeleterJoe

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I read on another thread, now dead and closed, about someone conjecturing that the last digit of pi was 0, and I thought well that's stupid of course there is no last digit of pi since it's an irrational number and continues forever... then a thought occurred, the last digit of pi if there were one, would be just that "1" it would be the point at which there was a realization that the number sequence actually did start over. or perhaps it could be 2, 3, 4, 5, 6, 7, 8, 9, 0. If not 1, I mean if there were to be a last digit it would have to be one of those "10" numbers.
 
I mean if there were to be a last digit it would have to be one of those "10" numbers.

That's like saying if you were to get a PLL, it would be A, U, H, Z, N, J, R, T, F, Y, G, E or V.

Anyway, irrational means a number goes on forever WITHOUT a pattern. So, 10/3 is rational. Pi is irrational, so we don't know the last digit.
 
I am so freaking scared of quoting you cause I know you are way smarter than me :D

0.5 is not an integer; therefore 0.5/1 is not a rational number.

Right?

0.5/1 is a rational number, because it is the same as 1/2 and therefore can be expressed as a ratio of two integers, which covers the defintion of mdolszak.
But you can't form pi/1 to a ratio with two integers, so pi/1 is not a rational number.
 
Here's an irrational number with a simple pattern:

1.01001000100001000001000000100000001000000001...
(always one more 0 before the next 1)

A remarkable number. After a while you´ll find a string of an infinite number of zeros in it. But still, the number does not end on a zero. Or does it?
 
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