In order to maximize profits a firm should

Question

BlackTom AI · Accepted Answer

The question asks about the condition that maximizes profits for a firm. 
Option 1: Increase prices. While raising price can affect revenue, profit maximization depends on the balance between marginal revenue and marginal cost, not on price alone. If price increases reduce quantity demanded such that MR falls below MC, profits decline. This option ignores the MR=MC condition that governs profit optimization.
Option 2: Set MR=MC. This is the standard criterion for profit maximization in imperfectly competitive markets with a downward-sloping demand curve: produce the quantity where marginal revenue equals marginal cost, so the additional revenue from the last unit equals the additional cost, maximizing profit.
Option 3: Operate at the point where the demand elasticity is equal to one. Unit elastic demand (elasticity = -1) corresponds to MR = 0 for a linear demand curve, which yields zero marginal profit from an incremental unit. That is not the general condition for profit maximization, and in most cases the MR=MC condition applies regardless of the elasticity being exactly one.
Option 4: Increase its market share. While higher market share might be a strategic objective, it does not inherently maximize profits. It could involve lowering price or increasing costs in ways that reduce marginal profit if MR does not exceed MC at the resulting output level.
In summary, the correct profit-maximizing rule is to produce where marginal revenue equals marginal cost, as this equality ensures each additional unit adds as much to revenue as it does to cost, maximizing overall profit. The other options either depend on price changes without accounting for MR and MC, rely on a misapplied elasticity condition, or focus on strategic goals that do not guarantee maximum profit.

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