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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=800−20P+0.5YQd = 800 - 20P + 0.5Y
  2. Substitute the current values (P = 15,Y=15, Y = 600): Qd=800−20(15)+0.5(600)Qd = 800 - 20(15) + 0.5(600)
  3. Calculate the components:
    • Price component: 20∗15=30020 * 15 = 300
    • Income component: 0.5∗600=3000.5 * 600 = 300
  4. Solve for Qd: Qd=800−300+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.
  2. Use the new price (P = $18) in the equation: Qd′=800−20(18)+0.5(600)Qd' = 800 - 20(18) + 0.5(600)
  3. Calculate the new components:
    • New price component: 20∗18=36020 * 18 = 360
    • Income component (unchanged): 0.5∗600=3000.5 * 600 = 300
  4. Solve for the new Qd (Qd'): Qd′=800−360+300Qd' = 800 - 360 + 300 Qd′=740Qd' = 740 units.

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

Conclusion: With the price increase from $15 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.