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- Prince_Ruperts_cube abstract "In geometry, Prince Rupert's cube (named after Prince Rupert of the Rhine) is the largest cube that can pass through a hole cut through a unit cube, i.e. through a cube whose sides have length 1, without splitting the cube into two pieces. Its side length is approximately 6% larger than that of the unit cube through which it passes. The problem of finding the largest square that lies entirely within a unit cube is closely related, and has the same solution.".
- Prince_Ruperts_cube thumbnail Prince_Ruperts_cube.png?width=300.
- Prince_Ruperts_cube wikiPageID "25923933".
- Prince_Ruperts_cube wikiPageLength "12869".
- Prince_Ruperts_cube wikiPageOutDegree "29".
- Prince_Ruperts_cube wikiPageRevisionID "681150194".
- Prince_Ruperts_cube wikiPageWikiLink Algebraic_number.
- Prince_Ruperts_cube wikiPageWikiLink Aspect_ratio.
- Prince_Ruperts_cube wikiPageWikiLink Category:Cubes.
- Prince_Ruperts_cube wikiPageWikiLink Cube.
- Prince_Ruperts_cube wikiPageWikiLink File:Prince_Ruperts_cube.png.
- Prince_Ruperts_cube wikiPageWikiLink Geometry.
- Prince_Ruperts_cube wikiPageWikiLink Hexagon.
- Prince_Ruperts_cube wikiPageWikiLink Hypercube.
- Prince_Ruperts_cube wikiPageWikiLink Jean_Henri_van_Swinden.
- Prince_Ruperts_cube wikiPageWikiLink John_Wallis.
- Prince_Ruperts_cube wikiPageWikiLink Leiden_University.
- Prince_Ruperts_cube wikiPageWikiLink Martin_Gardner.
- Prince_Ruperts_cube wikiPageWikiLink Octahedron.
- Prince_Ruperts_cube wikiPageWikiLink Orthographic_projection.
- Prince_Ruperts_cube wikiPageWikiLink Pieter_Nieuwland.
- Prince_Ruperts_cube wikiPageWikiLink Polynomial.
- Prince_Ruperts_cube wikiPageWikiLink Prince_Rupert_of_the_Rhine.
- Prince_Ruperts_cube wikiPageWikiLink Recreational_mathematics.
- Prince_Ruperts_cube wikiPageWikiLink Rectangle.
- Prince_Ruperts_cube wikiPageWikiLink Regular_hexagon.
- Prince_Ruperts_cube wikiPageWikiLink Root_of_a_function.
- Prince_Ruperts_cube wikiPageWikiLink Scientific_American.
- Prince_Ruperts_cube wikiPageWikiLink Space_diagonal.
- Prince_Ruperts_cube wikiPageWikiLink Square.
- Prince_Ruperts_cube wikiPageWikiLink Square_root.
- Prince_Ruperts_cube wikiPageWikiLink Tetrahedron.
- Prince_Ruperts_cube wikiPageWikiLink Triangular_prism.
- Prince_Ruperts_cube wikiPageWikiLink University_of_Leiden.
- Prince_Ruperts_cube wikiPageWikiLink Zero_of_a_function.
- Prince_Ruperts_cube wikiPageWikiLinkText "Prince Rupert's cube".
- Prince_Ruperts_cube wikiPageWikiLinkText "largest cube that can pass through a hole in a unit cube".
- Prince_Ruperts_cube hasPhotoCollection Prince_Ruperts_cube.
- Prince_Ruperts_cube title "Prince Rupert's Cube".
- Prince_Ruperts_cube urlname "PrinceRupertsCube".
- Prince_Ruperts_cube wikiPageUsesTemplate Template:Harvtxt.
- Prince_Ruperts_cube wikiPageUsesTemplate Template:Mathworld.
- Prince_Ruperts_cube wikiPageUsesTemplate Template:Reflist.
- Prince_Ruperts_cube subject Category:Cubes.
- Prince_Ruperts_cube hypernym Cube.
- Prince_Ruperts_cube comment "In geometry, Prince Rupert's cube (named after Prince Rupert of the Rhine) is the largest cube that can pass through a hole cut through a unit cube, i.e. through a cube whose sides have length 1, without splitting the cube into two pieces. Its side length is approximately 6% larger than that of the unit cube through which it passes. The problem of finding the largest square that lies entirely within a unit cube is closely related, and has the same solution.".
- Prince_Ruperts_cube label "Prince Rupert's cube".
- Prince_Ruperts_cube sameAs Rupert-féle_kocka.
- Prince_Ruperts_cube sameAs Cubo_do_Príncipe_Ruperto.
- Prince_Ruperts_cube sameAs m.0b6lnx9.
- Prince_Ruperts_cube sameAs Куб_принца_Руперта.
- Prince_Ruperts_cube sameAs Куб_Рупрехта_Пфальцського.
- Prince_Ruperts_cube sameAs Q7244223.
- Prince_Ruperts_cube sameAs Q7244223.
- Prince_Ruperts_cube wasDerivedFrom Prince_Ruperts_cubeoldid=681150194.
- Prince_Ruperts_cube depiction Prince_Ruperts_cube.png.
- Prince_Ruperts_cube isPrimaryTopicOf Prince_Ruperts_cube.