Famous Puzzle History & Paradoxes (Russell, Liar, Sorites)
Ten multiple-choice questions on classic formulations, originators, and standard classifications/resolutions of famous logical paradoxes (Russell, Liar, Sorites, and related puzzles).·0 takes
01·Which paradox is classically formulated using 'the set of all sets that do not contain themselves'?
02·Which paradox is exemplified by the sentence 'This sentence is false'?
03·The Sorites paradox arises from problems with which concept?
04·Which classic resolution approach for Russell’s paradox modifies naive set comprehension by restricting which sets can be formed (e.g., via axioms)?
05·Which philosopher/logician is credited with popularizing Russell's paradox in 1901 in correspondence with Frege?
06·A standard formal response to the Liar paradox that rejects the law of bivalence while preserving classical logic is called what?
07·Which paradox is often illustrated by repeatedly removing a single grain from a heap until no grains remain, challenging where 'heap' ceases to apply?
08·Which resolution treats some paradoxical sentences as both true and false (accepting truth-value gluts)?
09·The 'Barber paradox' is best described as a reformulation of which underlying logical problem?
10·Which approach to vagueness asserts there is a sharp but unknowable cutoff for vague predicates (e.g., exactly when a heap stops being a heap)?
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