Any quadratic function has a line of symmetry going through its vertex; any cubic function has 1800 rotational symmetry around its point of inflection. However, polynomial functions of degree greater than three can be both symmetrical and asymmetrical (Goehle & Kobayashi, 2013). This work considers algebraic conversions of symmetrical quartic functions and shows the ways to express them in three equivalent formats--as is the case with all quadratic and cubic functions, shown in Miškovic (2021).