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R(q)=$-0$.$31$(q$-260$)^$2$+$9${,}$500$ A shoe manufacturer determines that its monthly revenue, $\newline$$$R(q)$$, in dollars, is given by the function, where $\newline$$$q$$ is the number of pairs of shoes sold each month. What is the maximum value of the company's monthly revenue in dollars?$\newline$A) \(9\),\(500\)\(\newline\)B) $10$,$000$$\newline$C) \(11\),\(000\)\(\newline\)D) $12$,$000$