The Set of Irrational Numbers I
After such discovery, the Greeks also found that sometimes this very division seemed to break.
Some numbers from different calculations and hypotheses had an infinite, irregular decimal that does not repeat in any pattern whatsoever, so it couldn't be expressed as a Rational Number.
They make very little sense, but they exist.
Such numbers are indeed the Irrational Numbers.
This set of Irrational Numbers is separate from all the other sets of numbers we've talked about until now.
These concepts beautifully combine, leading to the last lesson of this chapter: