
Odd function
Concept history
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Revision 2374
8/26/2026, 9:05:50 AM · Sequoia
Shared settings updated from fr translation
domainReal analysisReal function
linked exercisesNoneUne fonction ni paire ni impaire..., Les fonctions impaires en , Mes premières fonctions impaires
Revision 2360
8/26/2026, 7:48:35 AM · Catalpa
Updated text
Compare with revision 9271 changed line
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A function $f:\R \rightarrow \R$ is odd if, for all $x\in \R$, $f(-x)=-f(x)$.2
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##### Examples and remarks4
- Compare with [[Even function|even function]].5
- The sinus function is odd.Revision 927
8/5/2026, 7:15:29 AM · Sequoia
Concept marked usable
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Revision 894
8/4/2026, 10:35:45 AM · Ancient Tree
Concept created
Recorded titleOdd function
Recorded typeDefinition
A function $f:\R \rightarrow \R$ is odd if, for all $x\in \R$, $f(-x)=-f(x)$. ##### Examples and remarks - Compare with [[Even function|even function]].