arccosine
inverse of the cosine function
Facts
12 properties- Part of
- arcsine and arccosine[3]
- Codomain
- set of real numbers[6]
- Defining formula
- y = \arccos x \Leftrightarrow x = \cos y, 0 \leq y \leq \pi[10]
- Definition domain
- closed interval from −1 to 1[5]
- Described by source
- ISO 80000-2:2019 Quantities and units — Part 2: Mathematics[4]
- Image of function
- closed interval from 0 to π[9]
- In defining formula
- \arccos x, \cos y
- Maintained by WikiProject
- WikiProject Mathematics[11]
- Mathematical inverse
- cosine
- Partial function domain
- set of real numbers[7]
- TeX string
- \arccos[8]
🏷️ Also known as
en arccosine
en arccos
en inverse cosine
en arcus cosine
ar قوس جيب تمام الزاوية
ar قوس جيب التمام
cs arkus kosinus
de Arkuscosinus
de arccos
de acos
de Arkuskosinus
el τόξο συνημιτόνου
es arcocoseno
fi arcuskosini
fi arkuskosini
fr arc cosinus
he קוסינוס הופכי
he ארק-קוסינוס
he ארקקוסינוס
hu arcus koszinusz
🔖 Identifiers · 19
- De Agostini ID
- arcocoséno
- Google Knowledge Graph ID
- /g/1213_7kh
- Gran Enciclopèdia Catalana ID
- arccosinus
- Gran Enciclopèdia Catalana ID (former scheme)
- 0080225
- Great Russian Encyclopedia portal ID
- arkkosinus-f64e47
- Interlingual Index ID
- i109361
- Lexikon der Mathematik entry ID
- 250
- MathWorld ID
- InverseCosine, Acos
- Metamath statement ID
- df-acos
- OpenMath ID
- transc1#arccos
- ProofWiki ID
- Definition:Inverse_Cosine
- Quora topic ID
- Arccosine
Show all 19 identifiers +7
- ScienceDirect topic ID
- engineering/arccosine
- Treccani ID
- arcocoseno
- Treccani Vocabulary ID
- arcocoseno
- Treccani's Dizionario delle Scienze Fisiche ID
- arcocoseno, arccos
- Treccani's Enciclopedia della Matematica ID
- arcocoseno
- Vikidia article ID
- fr:Arc_cosinus
- Wolfram Language entity code
- Entity["Concept", "Arccos::2scvy"]
🔗 Connections
Codomain 1
Instance of 1
Maintained by WikiProject 1
Mathematical inverse 1
Partial function domain 1
← Mathematical inverse 1
Press Enter · cited answer in seconds
0 sources
Summary
arccosine is an inverse trigonometric function[1].