____1.In [tex]p(x) = a _{n} {x}^{n} + a _{n - 1} {x}^{n - 1 } + a _{n - 2 } {x}^{n - 2} +... + a _{2} {x}^{2} + a _{1}x + a _{0}the \: leading \\ \: term \: is \: a _{n} {x}^{n} .[/tex] _____2.The graph of a polynomial function has gaps. _____3.The turning points of a polynomial function of degree n is at least(n-1). _____4.The end behavior of the graph of a polynomial is determined by its leading coefficient. _____5.The domain oof any polynomial function is the set of all real numbers.​
