A) Leonhard Euler B) John Venn C) Christian Weise D) Charles L. Dodgson
A) 1710s B) 1880s C) 1910s D) 1760s
A) 3D spheres B) Straight lines C) Closed curves D) Polygons
A) Symmetric Venn diagram B) Area-proportional Venn diagram C) Linear set diagram D) Eulerian circle
A) Clarence Irving Lewis B) David Wilson Henderson C) John Venn D) Leonhard Euler
A) Union of S and T B) Complement of S C) Intersection of S and T D) Difference of S and T
A) Boundary B) Syllogism C) Union D) Intersection
A) Euler diagrams were created after 1900 B) Euler diagrams are always circular C) Venn diagrams cannot have overlapping regions D) Venn diagrams show all possible logical relations
A) John Venn B) Leonhard Euler C) Lewis Carroll D) Clarence Irving Lewis
A) Venn diagrams B) Set diagrams C) Eulerian Circles D) Logic maps
A) A Fibonacci number B) A multiple of four C) A prime number D) An even number
A) In the overlapping region B) Only in the two-legged circle C) Outside both circles D) Only in the flying circle
A) Outside both circles B) Inside the flying circle but outside the overlap C) In the overlapping region D) Inside the two-legged circle but outside the overlap
A) Philosophical Magazine B) Nucleus Logicoe Wiesianoe C) Symbolic Logic D) Letters to a German Princess
A) Probability, logic, and statistics B) Chemistry, physics, and geology C) Architecture, dance, and drama D) Art, music, and history
A) The intersection of the sets B) The empty set exclusively C) Elements not belonging to the set D) The union of all represented sets
A) It uses the shading intensity to show cardinality B) It uses the perimeter of the circles to show cardinality C) It uses the area of the circles to show cardinality D) It does not provide information on relative or absolute sizes
A) Lewis B) A popular anonymous Twitter user C) Jessica Hagy D) John Venn
A) Forbes B) The New Yorker C) Wired D) Time
A) Bank robbers B) DJs C) Teachers D) Preachers
A) Yes, to distinguish them from Euler diagrams B) No, other shapes can be employed C) No, they must always be squares D) Yes, standard mathematical definitions require circles
A) The cheese zone is entirely contained within the dairy-product zone B) The cheese zone is separate from the dairy-product zone C) The cheese zone is shaded to represent an empty zone D) The cheese zone does not exist
A) They were mocked B) They were featured in Time magazine C) They were fined for inaccuracy D) They were praised for creativity
A) Triangles B) Ellipses C) Circles D) Squares
A) Anthony William Fairbank Edwards B) Branko Grünbaum C) John F. Randolph D) Henry John Stephen Smith
A) A cube B) A plane C) A cylinder D) A sphere
A) A sine wave B) A cogwheel C) A rubber band D) A tennis ball seam
A) Pyramids B) Hypercubes C) Spheres D) Triangles
A) Carroll's cube B) Carroll's square C) Carroll's circle D) Carroll's triangle
A) Bar graphs B) Truth tables C) Pie charts D) Scatter plots
A) T-diagrams B) R-diagrams C) V-diagrams D) S-diagrams
A) Nested spheres B) Intersecting polygons C) Overlapping circles D) Interwoven squares |