The following figure is a graph of $y=\frac{a(x+b)(x-c)}{(x+m)(x-n)}$, where $PQRS0$ and all of the constants appearing in the function are positive. What is the value of $b$ (in terms of $P, Q$, etc.)?

Question

The following figure is a graph of $y=\frac{a(x+b)(x-c)}{(x+m)(x-n)}$, where $P>Q>R>S>0$ and all of the constants appearing in the function are positive. What is the value of $b$ (in terms of $P, Q$, etc.)?

Quizplus · Accepted Answer

The Answer of The following figure is a graph of $y=\frac{a(x+b)(x-c)}{(x+m)(x-n)}$, where $P>Q>R>S>0$ and all of the constants appearing in the function are positive. What is the value of $b$ (in terms of $P, Q$, etc.)?

The Following Figure Is a Graph Of y=a(x+b)(x−c)(x+m)(x−n)y=\frac{a(x+b)(x-c)}{(x+m)(x-n)}y=(x+m)(x−n)a(x+b)(x−c)​ , Where P>Q>R>S>0P>Q>R>S>0P>Q>R>S>0 And All of the Constants Appearing in the Function Are

The Following Figure Is a Graph Of $y=\frac{a(x+b)(x-c)}{(x+m)(x-n)}$ , Where $P>Q>R>S>0$ And All of the Constants Appearing in the Function Are