Total Expenditure Method
Chapter 4: Elasticity of Demand — Price, Expenditure, and Elasticity Relationship
Relationship Overview — Three Cases
Click each card to see how total expenditure changes with price for each elasticity type.
Samosa Stall Test:A samosa seller sells 100 samosas at ₹10 each (TE = ₹1,000). She raises the price to ₹12 — if she sells 90 samosas (TE = ₹1,080), TE went up with price → Eₔ < 1. If she sells 70 samosas (TE = ₹840), TE went down → Eₔ > 1. If she sells 83 samosas (TE ≈ ₹996 ≈ unchanged), Eₔ ≈ 1. The seller doesn't need formulas — she can just check whether her total revenue went up, down, or stayed the same after the price change.
Total Expenditure Method — Formal Definition
Key Takeaways
- Eₔ > 1, if TE is inversely related to the price — when price falls, TE rises; when price rises, TE falls.
- Eₔ < 1, if TE is directly related to the price — when price falls, TE falls; when price rises, TE rises.
- Eₔ = 1, if TE does not change with change in price — TE remains constant regardless of price movement.
Limitation of the Total Expenditure Method
Why this matters
Think of it like a weighing scale that only tells you “heavier,” “lighter,” or “same weight” but never gives you the exact number. The Total Expenditure Method tells you the direction of elasticity (more than 1, less than 1, or equal to 1) but not the precise value. For the exact number, you need the Percentage Method or Proportionate Method instead.