Let $g(x)=x^4+4 x^3-18 x^2$.
For what values of $x$ does the graph of $g$ have a point of inflection?
Choose all answers that apply:
A$x=-4$
B$x=-3$
C$x=1$
D$g$ has no points of inflection.
For what values of $x$ does the graph of $g$ have a point of inflection?
Choose all answers that apply:
A$x=-4$
B$x=-3$
C$x=1$
D$g$ has no points of inflection.