Each of the following equations is of the form $y=\frac{1}{10}{x}^p(x+4{)}^q(x+1{)}^r$, where $p$, $q$, and $r$ are positive integers. The graph of such a function has x-intercepts at $x=-4,x=-1,$ and $x=0$. For a certain function of this form, the graph has $y<0$ for all $x<-4$ and $y>0$ for all $x>0$. Which of the following equations could represent this function?