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Is there an accurate way to write the value of an Irrational number?
If there is no an accurate way to write the value of an Irrational number, then can we conclude that no irrational number has an exact place on the real line?
And if there is an exact place to an irrational number on the real line, then how can we prove it?
What base do we need to write the value of 2/3 in finitely many digits?
If there is no an accurate way to write the value of an Irrational number, then can we conclude that no irrational number has an exact place on the real line?
And if there is an exact place to an irrational number on the real line, then how can we prove it?
What base do we need to write the value of 2/3 in finitely many digits?
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