revenue=pg=24q-3q^2
d(revenue/dq)=0=24-6q
q=3
max revenut=24q-3q^2 compute that.
The demand function for a product is p=24−3q where p is the price in dollars when q units are demanded. Find the level of production that maximizes the total revenue and determine the revenue.
Q=______units R_______
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