Property | Value |
rdfs:label | |
rdfs:comment | - Circumference is the distance, or perimeter, around a closed curve. The circumference of a circle has been found to be directly proportional to its diameter, and is represented by the formula: where the pi symbol π is a dimensionless constant approximately equal to 3.14159. A common alternate formula is found by substituting the radius, giving: The circumference is the distance around a closed curve. Circumference is a special perimeter.
- Circumference was the surrounding of the inner point of an object. It was an important part of geometry and used to calculate a radius. The hypergiant star Captain Jonathan Archer and the Vissian Drennik observed from aboard the stratopod had a circumference of nearly a billion kilometers. (ENT: "Cogenitor") The planet Earth Two was a spheroid body with a circumference of 24,874 miles. (TOS: "Miri" ) Harry Kim scanned Avery III and identified the force field having a circumference with more than six-hundred kilometers. (VOY: "Faces")
|
owl:sameAs | |
dcterms:subject | |
dbkwik:math/property/wikiPageUsesTemplate | |
dbkwik:memory-alpha/property/wikiPageUsesTemplate | |
dbkwik:wackypedia/property/wikiPageUsesTemplate | |
abstract | - Circumference was the surrounding of the inner point of an object. It was an important part of geometry and used to calculate a radius. The hypergiant star Captain Jonathan Archer and the Vissian Drennik observed from aboard the stratopod had a circumference of nearly a billion kilometers. (ENT: "Cogenitor") The planet Earth Two was a spheroid body with a circumference of 24,874 miles. (TOS: "Miri" ) Harry Kim scanned Avery III and identified the force field having a circumference with more than six-hundred kilometers. (VOY: "Faces") Valen identified the Void as an anomaly with approximately nine light years in circumference. (VOY: "The Void")
- Circumference is the distance, or perimeter, around a closed curve. The circumference of a circle has been found to be directly proportional to its diameter, and is represented by the formula: where the pi symbol π is a dimensionless constant approximately equal to 3.14159. A common alternate formula is found by substituting the radius, giving: The circumference is the distance around a closed curve. Circumference is a special perimeter.
|