An irrational number cannot be represented in the form of a/b. 1/3 makes .333.... a rational number. A repeating decimal, yes, but not an irrational number.Originally Posted by Cone
On my "thought experiment": The idea was simply to consider whether an irrational number could exist and not contain all possibile finite sequences. I succeeded, but one might call my design "cheating." I call it "using creative means to achieve results that might not be achievable if limited to traditional methods."