This set of numbers is partitioned by a Dedekind [DEH-deh-kihnd] cut, and a so-called spiral is used to show that this set of numbers is countable.
This set of numbers is the set of all inputs that give discontinuous points on Thomae's [TOE-may's] function. This set of numbers is partitioned by a Dedekind [DEH-deh-kihnd] cut, and a so-called spiral is used to show that this set of numbers is countable. Euclid [YOO-klid] demonstrated that assuming that the square root of two is in this set leads to a contradiction. Name this set of numbers, each of which can be represented by repeating or terminating decimals and also can be represented as the quotient of two integers.
This set of numbers is the set of all inputs that give discontinuous points on Thomae's [TOE-may's] function.
rational number (or rationals)