Does there exists a polynomial \(\displaystyle{Q}{\left({x},{y}\right)}\) such

aanvarendbq28

aanvarendbq28

Answered question

2022-04-02

Does there exists a polynomial Q(x,y) such that x1=Q(x21,x31)

Answer & Explanation

shvatismop1rj

shvatismop1rj

Beginner2022-04-03Added 10 answers

Let R(y,z)=Q(y1,z1). If Q(x21,x31)=x1, then R(x2,x3)=x1
It's easy to see, however, that there does not exist a polynomial R(y,z) satisfying R(x2,x3)=x1

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