The quorem(A,B,x) function computes the element-wise quotient and remainder of A and B. Each expression in A and B is interpreted as a polynomial of x.  

If the optional argument x is omitted, then x is equal to findsym(A,1) if findsym(A,1) is not empty. Otherwise, x is equal to findsym(B,1) if findsym(B,1) is not empty. Otherwise, each expression in A and B must evaluate to an integer.  In this last case, the quorem(A,B) function computes the element-wise integer quotient and remainder of A and B.

If A is a scalar, then A is divided by each element of B.

If B is a scalar, then each element of A is divided by B.

When both and A and B are non-scalar, they must be the same size.