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9708 · 1.2

Economic methodology — practice questions

Practice and worked examples for 9708 Economic methodology. Short previews only — attempt the full question in MarkScheme against the official scheme.

Worked example 1

Classify each statement as positive or normative:

(a) "A 10% rise in the minimum wage reduces employment among low-skilled workers." (b) "The government ought to subsidise renewable energy." (c) "Inflation was 3.2% last year."

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(a) Positive — a testable hypothesis about cause and effect; can be checked with employment data.

(b) Normative — "ought to" expresses a value judgement about desirable policy.

(c) Positive — a factual claim verifiable from official statistics.

Exam tip: In evaluation essays, use positive analysis first (what happens), then normative judgement (whether it is desirable).

Worked example 2

An economist models the demand for a product using the equation: Qd = 800 - 20P + 0.5Y, where Qd is quantity demanded, P is price in dollars, and Y is average income in dollars. Currently, P = $15 and Y = $600. (a) Calculate the current quantity demanded. (b) The price increases to $18. Assuming ceteris paribus, calculate the new quantity demanded and the change in quantity demanded.

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(a) Calculate Current Quantity Demanded:

  1. Start with the demand equation: Qd=80020P+0.5YQd = 800 - 20P + 0.5Y
  2. Substitute the current values (P = 15,Y=15, Y = 600): Qd=80020(15)+0.5(600)Qd = 800 - 20(15) + 0.5(600)
  3. Calculate the components:
    • Price component: 2015=30020 * 15 = 300
    • Income component: 0.5600=3000.5 * 600 = 300
  4. Solve for Qd: Qd=800300+300Qd = 800 - 300 + 300 Qd=800Qd = 800 units.

The current quantity demanded is 800 units.

(b) Calculate New Quantity Demanded (Ceteris Paribus):

  1. Apply the ceteris paribus assumption: This means only the price (P) changes. Income (Y) is held constant at 600.600.
  2. Use the new price (P = $18) in the equation: Qd=80020(18)+0.5(600)Qd' = 800 - 20(18) + 0.5(600)
  3. Calculate the new components:
    • New price component: 2018=36020 * 18 = 360
    • Income component (unchanged): 0.5600=3000.5 * 600 = 300
  4. Solve for the new Qd (Qd'): Qd=800360+300Qd' = 800 - 360 + 300 Qd=740Qd' = 740 units.

The new quantity demanded is 740 units. 5. Calculate the change in quantity demanded: Change=NewQdOldQd=740800=60Change = New Qd - Old Qd = 740 - 800 = -60 units.

Conclusion: With the price increase from 15to15 to 18, and holding income constant (ceteris paribus), the quantity demanded decreases by 60 units. This calculation demonstrates how economists use models and assumptions to isolate the effect of a single variable.