In some cases FriCAS introduces special names such
as fricas (1) -> eq:=-cos(12*x)+x^2+x^3
Type: Expression(Integer)
fricas zerosOf(eq,
Type: List(Expression(Integer))
That is OK and we can learn about defining equation like this: fricas definingPolynomial %x0
Type: Expression(Integer)
However, in this case the expression (3) surfaces bug in the solver: the variable |
![\label{eq2}\begin{array}{@{}l}
\displaystyle
\left[ \%x 0, \:{\frac{{\sqrt{-{3 \ {{\%x 0}^{2}}}-{2 \ \%x 0}+ 1}}- \%x 0 - 1}{2}}, \: \right.
\
\
\displaystyle
\left.{\frac{-{\sqrt{-{3 \ {{\%x 0}^{2}}}-{2 \ \%x 0}+ 1}}- \%x 0 - 1}{2}}\right]
\label{eq2}\begin{array}{@{}l}
\displaystyle
\left[ \%x 0, \:{\frac{{\sqrt{-{3 \ {{\%x 0}^{2}}}-{2 \ \%x 0}+ 1}}- \%x 0 - 1}{2}}, \: \right.
\
\
\displaystyle
\left.{\frac{-{\sqrt{-{3 \ {{\%x 0}^{2}}}-{2 \ \%x 0}+ 1}}- \%x 0 - 1}{2}}\right]](images/8339034277465450659-16.0px.png)