Determinable Polynomial

Level pending

Let \(P(x)\) be a \(17\)th degree real polynomial given by the 17th degree determinant \(det(a_{ij})\) where \(a_{ij} = x\) iff. \(\delta_{ij} = 1\) and \(= 17\) iff. \(\delta_{ij} = 0\) Determine the last three digits of \(P(12)\).

×

Problem Loading...

Note Loading...

Set Loading...