← Back to context Comment by zeroonetwothree 2 months ago A perfect mathematical square cannot exist in reality. 2 comments zeroonetwothree Reply tshaddox 2 months ago Which part is impossible? It was implied that perfect rational numbers are possible, so I’m wondering what stops the square with rational side length from existing and having an irrational diagonal. IAmBroom 1 month ago An unprovable assertion.
tshaddox 2 months ago Which part is impossible? It was implied that perfect rational numbers are possible, so I’m wondering what stops the square with rational side length from existing and having an irrational diagonal.
Which part is impossible? It was implied that perfect rational numbers are possible, so I’m wondering what stops the square with rational side length from existing and having an irrational diagonal.
An unprovable assertion.