Edit detail for SandBox DoOps revision 1 of 1

changed:
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\begin{axiom}
zerosOf(7-5*x+5*x**2-x**3,x)
\end{axiom}

\begin{axiom}
simplify((6+(-1+x)**2*(-2+(-3+x)*(-1+x))-6*x)/(-1+x))
\end{axiom}

\begin{axiom}
factor(-(-x**2+y**2)*(z-x)+(-x**2+z**2)*(y-x))

simplify(((-(-w+y)*(-w**2+x**2)+(-w**2+y**2)*(x-w))*(-(-w**3+x**3)*(z-w)+(-w**3+z**3)*(x-w))-((-w**3+y**3)*(x-w)-(-w+y)*(-w**3+x**3))*((-w**2+z**2)*(x-w)-(-w**2+x**2)*(z-w)))/(x-w))

expand((z-y)*(z-x)*(z-w)*(y-x)*(y-w)*(x-w))
\end{axiom}

axiom

zerosOf(7-5*x+5*x**2-x**3,x)

(1)

Type: List Expression Integer

axiom

simplify((6+(-1+x)**2*(-2+(-3+x)*(-1+x))-6*x)/(-1+x))

(2)

Type: Expression Integer

axiom

factor(-(-x**2+y**2)*(z-x)+(-x**2+z**2)*(y-x))

(3)

Type: Factored Polynomial Integer

axiom

simplify(((-(-w+y)*(-w**2+x**2)+(-w**2+y**2)*(x-w))*
;(-(-w**3+x**3)*(z-w)+(-w**3+z**3)*(x-w))-((-w**
;3+y**3)*(x-w)-(-w+y)*(-w**3+x**3))*((-w**2+z*&
#42;2)*(x-w)-(-w**2+x**2)*(z-w)))/(x-w))

(4)

Type: Expression Integer

axiom

expand((z-y)*(z-x)*(z-w)*(y-x)*(y-w)*(x-w))

(5)

Type: Polynomial Integer