11. Price Elasticity of Demand

Price Elasticity of Demand (PED) measures how much the quantity demanded of a good changes in response to a change in its price, assuming other factors remain constant. It is calculated using the formula: % change in quantity demanded ÷ % change in price. Demand can be elastic (PED > 1), inelastic (PED < 1), or unitary (PED = 1). Factors affecting PED include availability of substitutes, necessity vs luxury, proportion of income spent, time period, and brand loyalty. PED helps businesses and governments make pricing, taxation, and policy decisions by predicting how consumers will respond to price changes.

1. Definition of Price Elasticity of Demand

Price Elasticity of Demand (PED) measures how the quantity demanded of a good responds to a change in its price, assuming all other factors remain constant (ceteris paribus). It helps businesses and policymakers understand how price changes impact consumer behavior and revenue.

2. Formula for PED

The formula for calculating PED is:

Where:

  • % Change in Quantity Demanded =
  • % Change in Price =
  • If PED > 1, demand is elastic (demand responds significantly to price changes).
  • If PED < 1, demand is inelastic (demand responds weakly to price changes).
  • If PED = 1, demand is unitary elastic (proportional change in demand to price).

3. Types of Price Elasticity of Demand

a. Perfectly Elastic Demand (PED = ∞)

    • Even a tiny increase in price leads to zero demand.
    • Example: Highly competitive markets where identical products are sold at the same price.
    • Graph: A horizontal demand curve.

b. Perfectly Inelastic Demand (PED = 0)

  • Demand remains unchanged despite price fluctuations.
  • Example: Essential medicines like insulin or life-saving drugs.
  • Graph: A vertical demand curve.

c. Relatively Elastic Demand (PED > 1)

  • A small change in price leads to a larger percentage change in demand.
  • Example: Luxury goods, such as designer clothes or high-end cars.

    Graph: A flatter demand curve.

    d. Relatively Inelastic Demand (PED < 1)

    • A change in price results in a smaller percentage change in demand.
    • Example: Necessities like salt, water, and electricity.
    • Graph: A steeper demand curve

    e. Unitary Elastic Demand (PED = 1)

    • The percentage change in price leads to an equal percentage change in demand.
    • Example: Some standard household goods where spending remains proportionate.
    • Graph: A curved demand curve where total revenue remains unchanged.

      4. Factors Affecting Price Elasticity of Demand

      Several factors determine whether demand for a product is elastic or inelastic:

      1. Availability of Substitutes
        • More substitutes → More elastic demand (e.g., soft drinks, as Coke and Pepsi are interchangeable).
        • Fewer substitutes → More inelastic demand (e.g., fuel).
      2. Necessity vs. Luxury
        • Necessities (food, rent, medicines) → Inelastic demand.
        • Luxuries (jewelry, vacations) → Elastic demand.
      3. Proportion of Income Spent on the Product
        • Expensive products (e.g., cars, electronics) → Elastic demand.
        • Inexpensive items (e.g., chewing gum, salt) → Inelastic demand.
      4. Time Period
        • Short run → Demand is more inelastic because consumers take time to adjust.
        • Long run → Demand becomes more elastic as people find alternatives.
      5. Brand Loyalty
        • Strong brand loyalty reduces elasticity because customers stick to their preferred brand despite price changes.
      6. Definition of the Market
        • A broad category (e.g., food) → Inelastic demand.
        • A narrow category (e.g., organic milk) → Elastic demand.

      5. Revenue and Price Elasticity of Demand

      Revenue is significantly affected by PED:

      1. Elastic Demand (PED > 1)
        • If price increases, total revenue decreases (because demand drops significantly).
        • If price decreases, total revenue increases (because demand rises significantly).
      2. Inelastic Demand (PED < 1)
        • If price increases, total revenue increases (because demand only drops slightly).
        • If price decreases, total revenue decreases (because demand rises only slightly).
      3. Unitary Elastic Demand (PED = 1)
        • A price change does not affect total revenue because the percentage change in demand offsets the percentage change in price.

      6. Calculation Example of PED

      Let’s calculate PED using given data:

      • Old Price = 9, New Price = 10
      • Old Quantity = 150, New Quantity = 110
      1. % Change in Quantity Demanded
      2. % Change in Price
      3. PED Calculation
        • Since the absolute value is greater than 1, demand is elastic.

      7. Elasticity along the Demand Curve

      • Upper part of the demand curve → Demand is more elastic.
      • Midpoint of the demand curve → Unitary elasticity.
      • Lower part of the demand curve → Demand is more inelastic.

      8. Real-World Applications of PED

      • Business Pricing Strategies
        • Firms with elastic products use promotional pricing to attract customers.
        • Firms with inelastic products (e.g., pharmaceuticals) can increase prices without losing many customers.
      • Government Taxation
        • Governments tax inelastic goods (like tobacco and gasoline) to generate revenue without drastically reducing consumption.
      • Wage and Labor Market
        • Understanding wage elasticity helps determine how wage changes impact employment rates in different industries.
      • Agricultural Policies
        • Many agricultural products have inelastic demand, leading to government intervention to stabilize prices.

        Definition of PED

         

        Price Elasticity of Demand (PED) measures the responsiveness of quantity demanded to a change in price. It helps businesses and policymakers understand consumer reactions to price fluctuations.

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        Types of PED

        1. Perfectly Elastic (∞) – Demand drops to zero if price increases. 2. Perfectly Inelastic (0) – Demand remains unchanged despite price changes. 3. Relatively Elastic (>1) – Demand changes significantly with price. 4. Relatively Inelastic (<1) – Demand changes slightly with price. 5. Unitary Elastic (=1) – Proportional change in demand to price.

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        Factors Affecting PED

        1. Availability of substitutes 2. Necessity vs. luxury 3. Proportion of income spent 4. Time period for adjustment 5. Brand loyalty

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         PED and Total Revenue Relationship

        Elastic demand (PED > 1) → Price increase decreases revenue. Inelastic demand (PED < 1) → Price increase increases revenue. Unitary demand (PED = 1) → Price changes do not affect revenue.

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        Real-World Applications of PED

        1. Businesses adjust prices based on PED to maximize profits. 2. Governments tax inelastic goods like fuel and tobacco. 3. Agricultural policies stabilize prices for inelastic products. 4. Wage elasticity helps in labor market analysis.

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        Price Elasticity of Demand - Quiz

        Test your understanding of how price changes affect demand. This quick 10-question quiz covers key concepts like elastic vs. inelastic demand, total revenue effects, and factors influencing elasticity. See how well you grasp the impact of price on consumer behavior.

        1 / 10

        What does price elasticity of demand measure?

        2 / 10

         If PED = 0, what type of demand does the product have?

         

        3 / 10

        Which of the following goods is most likely to have inelastic demand?

         

        4 / 10

         If a product has many close substitutes, its demand is likely to be:

        5 / 10

        How does inelastic demand affect total revenue when prices increase?

        6 / 10

        A firm increases the price of its product, and total revenue decreases. What does this indicate about PED?

        7 / 10

        Which of the following is NOT a factor affecting PED?

        8 / 10

         If PED for a product is greater than 1, how should businesses adjust pricing to maximize revenue?

        9 / 10

        Why do governments impose higher taxes on inelastic goods like alcohol and tobacco?

        10 / 10

        In which type of demand does quantity demanded change proportionally to price changes?