Reverted 1 edit by ~2026-13011-01 (talk) to last revision by Twinsday
| ← Previous revision | Revision as of 20:19, 27 February 2026 | ||
| Line 7: | Line 7: | ||
{{General geometry}} |
{{General geometry}} |
||
In [[geometry]], the '''circumference''' ({{etymology|la|{{wikt-lang|la|circumferēns}}|carrying around, circling |
In [[geometry]], the '''circumference''' ({{etymology|la|{{wikt-lang|la|circumferēns}}|carrying around, circling}}) is the [[perimeter]] of a [[circle]] or [[ellipse]]. The circumference is the [[arc length]] of the circle, as if it were opened up and straightened out to a [[line segment]].{{citation|first1=Jeffrey|last1=Bennett|first2=William|last2=Briggs|title=Using and Understanding Mathematics / A Quantitative Reasoning Approach|edition=3rd|publisher=Addison-Wesley|year=2005|isbn=978-0-321-22773-7|page=580}} More generally, the perimeter is the [[curve length]] around any closed figure. |
||
Circumference may also refer to the circle itself, that is, the [[Locus (geometry)|locus]] corresponding to the [[Edge (geometry)|edge]] of a [[Disk (geometry)|disk]]. |
Circumference may also refer to the circle itself, that is, the [[Locus (geometry)|locus]] corresponding to the [[Edge (geometry)|edge]] of a [[Disk (geometry)|disk]]. |
||
The {{em|{{visible anchor|circumference of a sphere}}}} is the circumference, or length, of any one of its [[great circle]]s. |
The {{em|{{visible anchor|circumference of a sphere}}}} is the circumference, or length, of any one of its [[great circle]]s. |
||
LEGAL_NOTICE: This website acts solely as an automated content aggregator. We do not host, store, or upload any media shown above. All content is indexed via machine logic from external sources.