A) Isaac Newton B) Bertrand Russell and Alfred North Whitehead C) Georg Cantor D) David Hilbert
A) To discuss philosophical topics B) To derive all mathematical truths from a well-defined set of axioms C) To explain classical mechanics D) To prove the existence of God
A) Calculus B) Mathematical logic C) Statistics D) Geometry
A) The Barber Paradox B) Zeno's Paradox C) The Liar Paradox D) Russell's Paradox
A) Abductive reasoning B) Intuitive reasoning C) Deductive reasoning D) Inductive reasoning
A) Three B) Four C) Two D) Five
A) Intuitive and anecdotal B) Formal and symbolic C) Graphical and visual D) Narrative and descriptive
A) It ignores set theory B) It critiques set theory C) It denies the existence of set theory D) It provides a foundation for set theory
A) It is not addressed at all B) It is defined in a formal logical sense C) It is used colloquially D) It is treated as a subjective opinion |