let A={0^. ,1^. ,2^. } prove that every application from A to A is a 2nd degree polynom


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Question Number 157592 by metamorfose last updated on 25/Oct/21
$let A={0^. ,1^. ,2^. } prove that every application from A to A is a 2nd degree polynom$
$l e t A = {\dot{0}, \dot{1}, \dot{2}}$ $p r o v e t h a t e v e r y a p p l i c a t i o n f r o m A$ $t o A i s a 2 n d d e g r e e p o l y n o m$
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