Solution
Option 1 -> This represents Average Total Cost (TC/q), not Marginal Cost.
Option 2 -> This represents the change in Total Cost when output increases by one unit, which is the definition of Marginal Cost.
Option 3 -> This represents Average Variable Cost (TVC/q), not Marginal Cost.
Option 4 -> This represents Average Fixed Cost (TFC/q), not Marginal Cost. Additionally, in the long run, all costs are variable.
Hence, Option 2: (TC at q₁ units) – (TC at q₁ – 1 units) -> Marginal Cost is defined as the additional cost incurred from producing one more unit of output. In discrete terms, this is calculated as the difference in Total Cost between two consecutive output levels. The formula (TC at q₁ units) – (TC at q₁ – 1 units) captures this concept perfectly. In calculus terms, MC = dTC/dq, but when dealing with whole units, the discrete formula in Option 2 is used. In the long run, all inputs are variable, so long-run marginal cost follows the same principle of measuring the change in total cost per additional unit produced. -> correct