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Measures of Monopoly Power

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Topics

Estimated time: 10 minutes
  • Formula
  • Concentration Ratio
  • Profit-Rate (J.S. Bains)
  • Lerner’s Index (Classic Measure)
CISCE: Class 12

Formula

\[\text{Lerner Index}=\frac{P-MC}{P}\]

where P is the price of the product and MCMC is the marginal cost of producing one more unit.

CISCE: Class 12

Concentration Ratio

Shows % of total market sales by top firms (e.g., top 4 or 8).

  • Firms may act like one big monopolist if shares are high, colluding on prices.
  • Limit: High ratio (e.g., 80%) needed but not enough—competition can still happen.
Example Market (Top 4 Firms) Share % Ratio
Reliance 35% 82%
Adani 25%  
Tata 15%  
Others 25%  
 

Real-Life: Indian cement industry—top 4 hold ~60%, hinting coordinated pricing.
Key Takeaways:

  • Measures size, not behavior.
  • High = alert, but check more.
  • Quiz: Top 3 at 70% means monopoly? (No, not guaranteed).
CISCE: Class 12

Profit-Rate (J.S. Bains)

Super-normal profits (excess over all costs + normal returns) signal power.

  • Perfect competition: Normal profits only.
  • Monopoly: High profits deter entrants; stronger hold = bigger profits before rivals jump in.

Real-Life: Jio's early telecom profits—dominated, earned extras before competition grew.
Key Takeaways:

  • Profits attract entrants eventually.
  • Good indicator but ignores costs/risks.
  • Quiz: Monopoly earns what vs competition? (Super-normal vs normal).
CISCE: Class 12

Lerner’s Index (Classic Measure)

  • Varies inversely with demand elasticity: Inelastic demand = higher L.
  • Defects: Misses non-price rivalry (ads) and output curbs (unused capacity, entry blocks).

Visual Aid (Monopoly Graph Insight):

Scenario P MC L Value Meaning
Competition 10 10 0 No power
Mild Monopoly 10 6 0.4 Moderate power
Strong 10 2 0.8 High power

Real-Life: Pharma drugs—P=₹100, MC=₹20 → L=0.8 (patent power).
Key Takeaways:

  • Best numerical measure.
  • Use with elasticity: \[L=\frac{1}{|E_d|}\].
  • Quiz: P=20, MC=10 → L=? (0.5).

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