odd function
- Item sets
- Mathematics
- English Term (puo:englishTerm)
- odd function
- Definition of term (puo:definition)
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The real function f is an odd function if f(–x)
= – f(x) for all x (in the domain of f). Thus the graph y = f(x) of an odd function is symmetrical about the origin / that is, it has a half-turn symmetry about the origin, because whenever (x,y) lies on the graph then so does (–x, –y). - Sesotho Term (puo:sesothoTerm)
- ode fankshene
- Afrikaans Term (puo:afrikaansTerm)
- onewe funksie
- PanSALB Approved Languages (schema:status)
- Sesotho
- Afrikaans
- Subject Field (schema:isPartOf)
- Mathematics
Part of odd function
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