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Geometrically, the graph of an odd function has rotational symmetry with respect to the [[Origin (mathematics)|origin]], meaning that its graph remains unchanged after [[Rotation (mathematics)|rotation]] of 180 [[Degree (angle)|degree]]s about the origin.
If <math>x=0</math> is in the ___domain of an odd function <math>f(x)</math>, then <math>f(0)=0</math>.
Examples of odd functions are:
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