Question: A store sells two competitive products, A and B . A model for the revenue from selling qA units of product A and qB units

A store sells two competitive products, A and B. A model for the revenue from selling
qA
units of product A and
qB
units of product B is
R =30qA +80qB 6qA29qB24qAqB.
What values of
qA
and
qB
maximize the revenue? (Fractional amounts of the products are permitted.)

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