Find the quantity q which maximizes profit if the total revenue, R(q), and the total cost, C(q), are given in dollars by $R(q)=8 q-0.02 q^{2}$ $C(q)=300+1.9 q$ , where $0 \leq q \leq 600$ units.
Round to the nearest whole number.

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The Answer of Find the quantity q which maximizes profit if the total revenue, R(q), and the total cost, C(q), are given in dollars by $R(q)=8 q-0.02 q^{2}$ $C(q)=300+1.9 q$ , where $0 \leq q \leq 600$ units.
Round to the nearest whole number.

Find the Quantity Q Which Maximizes Profit If the Total R(q)=8q−0.02q2R(q)=8 q-0.02 q^{2}R(q)=8q−0.02q2

Find the Quantity Q Which Maximizes Profit If the Total $R(q)=8 q-0.02 q^{2}$