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symbol$80981$ - traducción al Inglés
NOTATION THAT DEFINES REGULAR POLYTOPES AND TESSELLATIONS
Schlafli symbol; Schlaefli symbol; Extended Schlafli symbol; Extended Schläfli symbol
symbol
n. Zeichen; Symbol
danger of death
![[[NFPA 704]] standard hazard sticker or [[placard]]](https://commons.wikimedia.org/wiki/Special:FilePath/NFPA 704 example.svg?width=200 "[[NFPA 704]] standard hazard sticker or [[placard]]")
![[[Non-ionizing radiation]]](https://commons.wikimedia.org/wiki/Special:FilePath/Radio waves hazard symbol.svg?width=200 "[[Non-ionizing radiation]]")
![ADR European hazard sign, meaning "highly flammable" (33)—"[[gasoline]]" (1203)](https://commons.wikimedia.org/wiki/Special:FilePath/ADR33 UN1203.svg?width=200 "ADR European hazard sign, meaning \"highly flammable\" (33)—\"[[gasoline]]\" (1203)")
RECOGNISABLE SYMBOL DESIGNED TO WARN ABOUT HAZARDOUS OR DANGEROUS MATERIALS, LOCATIONS, OR OBJECTS
Chemical hazard label; List of warning symbols; Chemical hazard symbol; ☣; Hazard warning symbol; Safety symbol; ☢; Biohazard sign; Radioactive sign; Toxic sign; Biohazard symbol; Danger symbols; Danger symbol; Radiation symbol; Biohazard signs; Chemical safety signs; Warning symbol; Hazard sign; Hazard Symbol; HHPS; Nuclear symbol; Safety Symbols; Hazard diamond; Warning symbols; ISO 361; Nuclear Sign; Danger of death; Radioactive trefoil symbol; Radioactivity symbol; Radioactive hazard trefoil; ISO 21482; ☢️; Ionizing radiation symbol; Ionising radiation symbol; Safety symbols
tödliche Gefahr
radical sign
MATHEMATICAL SYMBOL DENOTING A ROOT
√; ∛; ∜; Radical sign; ⎷; Root symbol; Square root symbol
Wurzel, Wurzelzeichen (Mathematik)
Definición
radical sign
¦ noun Mathematics the sign v which indicates the square root of the number following (or a higher root indicated by a preceding superscript numeral).
Wikipedia
Schläfli symbol
In geometry, the Schläfli symbol is a notation of the form that defines regular polytopes and tessellations.
The Schläfli symbol is named after the 19th-century Swiss mathematician Ludwig Schläfli,: 143 who generalized Euclidean geometry to more than three dimensions and discovered all their convex regular polytopes, including the six that occur in four dimensions.
