Effie Corporation produces two$$ products, P and Q$.$ P sells for $ $8\mathrm{.}00$ per$$ unit; Q sells for $ $6\mathrm{.}00$ per unit. Variable costs for P and Q are $ $2\mathrm{.}00$ and $ $5\mathrm{.}00,$ respectively. There are $5$ comma $300$ direct labor hours per month available for producing the two products. Product P requires $2$ direct labor hours per$$ unit, and product Q requires $4$ direct labor hours per unit. The company can sell as many of either product as it can produce. What is the maximum monthly contribution margin that Effie can generate under the$$ circumstances? $($Round answer to nearest whole$$ dollar.$)$

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Part $1$

A$.$$ $2$ comma $650$

$ $2$ comma $650$

B$.$$ $15$ comma $900$

$ $15$ comma $900$

C$.$$ $31$ comma $800$

$ $31$ comma $800$

D$.$$ $5$ comma $300$

$ $5$ comma $300$