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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

$${let}\:{A}=\left\{\overset{.} {\mathrm{0}},\overset{.} {\mathrm{1}},\overset{.} {\mathrm{2}}\right\} \\ $$$${prove}\:{that}\:{every}\:{application}\:{from}\:{A}\: \\ $$$${to}\:{A}\:{is}\:{a}\:\mathrm{2}{nd}\:{degree}\:{polynom} \\ $$

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