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A barber charges $\$ 12$ for a haircut. $\mathrm{His}$ operating expenses are, on average, $\$ 37$ per day. He calculates his profit by subtracting his operating costs from the money he earns from the haircuts he gives. In a given day, the barber expects to make a profit of at least $\$ 86$. If the barber gives $h$ haircuts in a day, which inequality best models this situation?$\newline$Choose $1$ answer:$\newline$(A) $12 h-37 \geq 86$$\newline$(B) $12(h-37) \geq 86$$\newline$(C) $12 h+37 \geq 86$$\newline$(D) $12(h+37) \geq 86$