The quadratic function shown passes through $(2,0)$ and $(q, 0)$, where $q > 2$. What is the value of $q$ such that the area of region $R$ equals the area of region $S$? A $\sqrt{6}$ B $3$ C $\frac{18}{5}$ D $4$ E $6$ F $\frac{33}{5}$
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The quadratic function shown passes through $(2,0)$ and $(q, 0)$, where $q > 2$.
What is the value of $q$ such that the area of region $R$ equals the area of region $S$?
A $\sqrt{6}$
B $3$
C $\frac{18}{5}$
D $4$
E $6$
F $\frac{33}{5}$