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9708 · 4.3

Aggregate Demand and Aggregate Supply — practice questions

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

Worked example 1

An economy is initially in long-run equilibrium at Yf = $800bn and P = 100. Consumer confidence rises and AD increases by $40bn at every price level.

(a) On an AD–AS diagram, describe the shift. (b) Predict the new equilibrium P and Y in the short run (assume SRAS is upward sloping). (c) What happens in the long run if AD stays at the higher level?

Show solution outline

(a) Diagram Draw AD₁ and AD₂ with AD₂ to the right of AD₁ (parallel shift right by $40bn). Mark initial equilibrium E₁ at AD₁ ∩ SRAS. New short-run equilibrium E₂ at AD₂ ∩ SRAS.

(b) Short-run effect Both P rises (e.g. from 100 to ~105) and Y rises (e.g. from 800bnto 800bn to ~830bn). The economy moves into an inflationary gap (Y > Yf).

(c) Long-run adjustment If AD remains high, wages and costs adjust upward. SRAS shifts left until Y returns to Yf but at a higher price level — demand-pull inflation without permanent output gain.

Worked example 2

An economy is in equilibrium with real GDP at $500 billion and a price level index of 120. A sharp rise in global oil prices increases production costs for many firms. The Aggregate Demand (AD) is represented by the equation P = 170 - 0.1Y, and the initial Short-Run Aggregate Supply (SRAS) is P = 20 + 0.2Y. The cost shock shifts the SRAS curve to P = 40 + 0.2Y.

(a) Calculate the new short-run equilibrium real GDP and price level. (b) Describe the economic outcome shown by your calculation.

Show solution outline

(a) Calculation of New Equilibrium To find the new equilibrium, we set the AD equation equal to the new SRAS equation.

  • AD: P = 170 - 0.1Y
  • New SRAS: P = 40 + 0.2Y

Step 1: Set AD = New SRAS 170 - 0.1Y = 40 + 0.2Y

Step 2: Solve for Real GDP (Y) 170 - 40 = 0.2Y + 0.1Y 130 = 0.3Y Y = 130 / 0.3 Y = 433.33 So, the new equilibrium real GDP is $433.3 billion.

Step 3: Solve for Price Level (P) Substitute the new value of Y into either the AD or new SRAS equation. Using the AD equation: P = 170 - 0.1 * (433.33) P = 170 - 43.33 P = 126.67 So, the new equilibrium price level index is 126.7 (rounded to one decimal place).

(b) Economic Outcome: Stagflation The calculation shows that the economy has moved to a new equilibrium with a lower real GDP (433.3bn<433.3bn < 500bn) and a higher price level (126.7 > 120). This combination of falling output (stagnation) and rising prices (inflation) is known as stagflation. It is a result of the negative supply-side shock (cost-push inflation).