im just wondering since irrational numbers supposedly dont end and dont repeat either, why is it not a possibility that after a huge bunch of numbers they all start over again or are only a single repeating digit.
In: Mathematics
Related question, and perhaps one I should post as an actual question, but its always confused me how π is “never ending”, but 2πr gives us the circumference.
But if π is never ending, then the resulting circumference value should also be never ending. Or an approximation.
But you can measure the circumference for a given radius manually and arrive at an exact figure.
What am I missing?
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