Quo is the inert form of quo.

Quo returns the euclidean quotient between two polynomials
(decreasing power division) without evaluation.
It is used when Xcas is in Maple mode to compute
the euclidean quotient of the division of two
polynomials with coefficients in ℤ/pℤ using Maple-like syntax.

In Xcas mode, input :

Quo(x

`^`

2+2*x+1,x)Output :

quo(x

`^`

2+2*x+1,x)In Maple mode, input :

Quo(x

`^`

3+3*x,2*x`^`

2+6*x+5) mod 5Output :

-(2)*x+1

The division was done using modular arithmetic, unlike with

quo(x

`^`

3+3*x,2*x`^`

2+6*x+5) mod 5where the division is done in ℤ[X] and reduced after to:

3*x-9

If Xcas is not in Maple mode, polynomial division in ℤ/pℤ[X] is done e.g. by :

`quo((x^3+3*x)% 5,(2x^2+6x+5)%5)`