What marginal revenue tells you about pricing and output
Marginal revenue (MR) is the additional total revenue earned when one more unit is sold. It differs from average price because selling extra units often requires lowering price or changing product mix. Profit-maximizing firms produce where MR equals marginal cost.
Enter two sales levels (initial and final revenue and quantity) or input direct changes in revenue and quantity. Compare results with the marginal cost calculator to find profit-maximizing output, or use the Lerner index calculator to measure pricing power relative to marginal cost. To total gross and net sales from unit price and volume, use the revenue calculator.
Marginal revenue formula
ΔTR is the change in total revenue between two quantity levels. ΔQ is the change in units sold. MR can be positive, zero, or negative depending on demand elasticity and pricing strategy.
Worked example
Revenue rises from $2,000 at 100 units to $2,800 at 130 units. ΔTR = $800 and ΔQ = 30, so MR = $26.67 per unit. Initial average price was $20.00 and final average price was $21.54, showing that MR can differ from either average when price changes along the demand curve.
Frequently asked questions
When is marginal revenue equal to price?
Can marginal revenue be negative?
How does MR relate to profit maximization?
What is the difference between MR and average revenue?
Resources and references
The formulas and methods in this calculator were checked against these independent sources.