The division of a polynomial \(P(x)\) by \(x - k\) is written as: \[ \frac{P(x)}{x - k} = Q(x) + \frac{R}{x - k} \] where \(Q(x)\) is the quotient and \(R\) the remainder.
Enter all coefficients (including zeros) and the value of \(k\). Example: Polynomial \(-x^5+6x^4+4x^2+4\) → enter \(-1,6,0,4,0,4\).