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The Paul Sweezy’s kinked demand curve model shows price rigidity under Oligopoly. Explain how.

Introduction

Oligopoly is a market structure in which a few large firms dominate the market. One of the key characteristics of oligopoly is price rigidity — prices tend to remain stable even when costs or demand change. Economist Paul Sweezy attempted to explain this phenomenon using the Kinked Demand Curve Model. This model is based on the behaviour of competing firms in an oligopolistic market. In this answer, we will explain the kinked demand curve theory and how it shows price rigidity.

Paul Sweezy’s Kinked Demand Curve Model

Sweezy developed this model in the 1930s to explain why prices in an oligopoly do not change frequently, even if costs or demand conditions change. According to Sweezy, each firm in an oligopoly believes that:

This belief results in a demand curve that has a “kink” at the current price.

Shape of the Kinked Demand Curve

The demand curve under Sweezy’s model has two segments:

This creates a kink at the current market price, leading to a discontinuous marginal revenue (MR) curve.

Price Rigidity Explained

Because of the kink in the demand curve, the marginal revenue (MR) curve has a vertical discontinuity (a gap) at the point of the kink. If marginal cost (MC) lies anywhere within this discontinuous portion, the firm has no incentive to change its price or output. Thus, even if costs change within a certain range, the price remains the same.

Example:

Graphical Illustration (Conceptual Description)

The kinked demand curve looks like this:

This gap in the MR curve explains why the firm does not change its price — there’s no profit gain in doing so.

Criticisms of the Model

Conclusion

Paul Sweezy’s kinked demand curve model explains the concept of price rigidity in oligopolistic markets. Firms avoid changing prices because they fear losing customers or starting a price war. The kink in the demand curve and the resulting discontinuity in the MR curve create a zone of stability. Despite its limitations, the model is useful in understanding why prices in oligopoly remain unchanged even when costs or demand fluctuate.

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