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In question 4, its quite possible, mathematically and practically.
Going by math, profit = R - C = qp+A(q)-c(q)
Maximizing profits would mean q(dp/dq)+p+dA/dq=MC
Given A is increasing in q and p is decreasing in q, so for |q(dp/dq)|<|dA/dq| we have price less than Marginal cost. Solve for p from the above equation.
By intuition, economy of scale comes at play given we have advertising revenue to support the operating cost and pushes it down big time. Even though the cost of production increases, advertising revenue offsets for the increase in per unit production cost. So, it's feasible.
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