Question #105621
x is a unit in R[x]
1
Expert's answer
2020-03-17T15:42:58-0400

It is false.

deg(xp(x))1\deg (xp(x))\ge 1 for any p(x)R[x]{0}p(x)\in R[x]\setminus\{0\}, but deg1=0\deg 1=0. So xp(x)1xp(x)\neq 1 for every p(x)R[x]p(x)\in R[x]. That is, xx is not unit in R[x]R[x] .


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