What marginal cost tells you about production decisions
Marginal cost (MC) is the additional total cost incurred when output increases by one unit. It guides pricing, capacity planning, and profit-maximizing output levels. When marginal revenue exceeds marginal cost, producing another unit adds profit. When MC rises above price, expanding output destroys value.
Enter two production levels (initial and final cost and quantity) or input the direct changes in cost and output. The calculator returns MC, average costs at each level, and a step-by-step breakdown. Compare revenue per unit with the marginal revenue calculator, then pair this with the Lerner index calculator to relate marginal cost to pricing power, or use the average variable cost calculator for per-unit cost trends across volume.
Marginal cost formula
ΔC is the change in total cost between two output levels. ΔQ is the change in quantity. MC is an incremental measure, not the same as average cost (total cost divided by units).
Worked example
Total cost rises from $1,000 at 100 units to $1,500 at 150 units. ΔC = $500 and ΔQ = 50 units, so MC = $500 ÷ 50 = $10 per unit. Average cost falls from $10.00 to $10.00 at these two points, but MC captures only the cost of the incremental batch.
Frequently asked questions
Why can marginal cost differ from average cost?
What causes marginal cost to increase?
Can marginal cost be negative?
How is MC used in break-even analysis?
Resources and references
The formulas and methods in this calculator were checked against these independent sources.