Working With the Intermediate Value Theorem Practice Test

There exists $c\in(-1,3)$ such that $R(c)=0$.

There exists $c\in(-1,3)$ such that $R(c)=6$.

No value is guaranteed because $R(-1)$ and $R(3)$ are both positive.

There exists $c\in(-1,3)$ such that $R(c)=12$.

There exists $c\in(3,5)$ such that $R(c)=6$.