HKDSE Economics | Demand, Supply and Elasticity Tutor Prep Guide | PED, PES, YED, XED
- 2026-11-01
Students can recite that a higher price means a lower quantity demanded, then guess whether raising the price raises revenue. This lesson ties price, quantity and revenue together with one elasticity formula, after which every elasticity question is the same three steps.
01 Prerequisites (3-minute check)
If any of these fails, fix it before the lesson starts.
| Skill | Quick check | Pass mark |
|---|---|---|
| Percentage change | The original value is the denominator | (new minus old) divided by old |
| Demand and supply diagram | Quantity on the horizontal axis, price on the vertical | Demand slopes down, supply slopes up |
| Opportunity cost | The value of the next best option | What is given up |
02 Lesson flow (60 minutes)
| Time | Stage | Tutor does | Student does |
|---|---|---|---|
| 0-8 min | Four curves | Demand, supply, equilibrium | Draw equilibrium P and Q |
| 8-20 min | Shift versus slide | Six demand factors, five supply factors | One real example each |
| 20-34 min | PED | Formula, absolute value, categories | PED comes out at 1.5 |
| 34-44 min | PED and revenue | Elastic demand: raising price cuts revenue | Revenue $10,000 to $8,400 |
| 44-54 min | PES, YED, XED | Three formulas, three uses | PES 0.5, YED 1.5, XED -0.38 |
| 54-60 min | Exit check | Three questions collected and marked | Done independently |
03 Teaching script (read it out)
Scene 1: Movement along versus shift: one sentence each
Six demand factors: income, prices of related goods, tastes, population, expectations, season. Five supply factors: costs, technology, prices of related goods, number of suppliers, expectations.
Ask the student: the government adds a sugar tax, what happens to the soft drink market? Costs rise, so supply shifts left, and demand does not move.
Scene 2: PED: one formula that reaches total revenue
Total revenue is price times quantity: $20 times 500 is $10,000, and $24 times 350 is $8,400, a fall of 16 per cent. The rule: with elastic demand a price rise cuts revenue, with inelastic demand it raises revenue, and with unit elasticity revenue is unchanged.
Ask the student to compute: with PED equal to 0.5, why does the same price rise now raise revenue? The quantity falls by a smaller percentage than the price rises.
Scene 3: The three satellite formulas: PES, YED and XED
Second, YED is the percentage change in demand divided by the percentage change in income. Income rises 10 per cent, demand goes from 200 to 230, up 15 per cent, so YED is 1.5: above one means a luxury, between zero and one a necessity, and below zero an inferior good.
Third, XED is the percentage change in the demand for good A divided by the percentage change in the price of good B. The price of B falls from $30 to $24 and demand for A rises from 800 to 860, so XED is -0.38. Negative means complements, positive means substitutes, and near zero means unrelated.
Reminder: never take the absolute value of XED; the sign is the answer.
04 Question types and worked steps
| Type | Example | Steps | Answer |
|---|---|---|---|
| Calculate | Price $20 to $24, quantity 500 to 350 | PED equals percentage change in Q over price | 1.5, elastic |
| Calculate | Total revenue before and after | Price times quantity, both periods | $10,000 to $8,400 |
| Classify | Income up 10 per cent, demand up 15 per cent | YED equals change in Q over change in Y | 1.5, a luxury |
| Explain | What is the relationship between A and B | The sign of XED | -0.38, complements |
05 Independent practice (3 questions)
| Question | Answer | What to watch |
|---|---|---|
| PED for price $20 to $24 and quantity 500 to 350 | 1.5 | Change in Q over change in price |
| PES for price $20 to $24 and quantity 300 to 330 | 0.5 | Change in Qs over change in price |
| YED when income rises 10 per cent and demand rises 15 per cent | 1.5 | Change in Q over change in income |
06 Common mistakes and what to say
| Mistake | Student writes | Say this |
|---|---|---|
| Treating a movement as a shift | Says a price rise increases demand | A price rise moves along the curve; it does not shift it. |
| Using the new value as the denominator | Uses 350 and gets a 42.9 per cent fall | The denominator is always the original number. |
| Forgetting the absolute value for PED | Reports minus 1.5 and calls it inelastic | PED is read as an absolute value, so 1.5 is elastic. |
| Multiplying the new price by the old quantity | Gets 12,000 and says revenue rose | New price pairs with the new quantity, 24 times 350. |
07 Homework (paper, section and question numbers)
- Secondary Economics chapter index — All chapters
- Prep guide master index — Other chapters in this subject
08 Exit check (last 5 minutes)
| Question | Answer | Decision |
|---|---|---|
| PED and the elasticity category | 1.5, elastic | All three right: move to market intervention |
| Revenue after the price rise with elastic demand | Falls to $8,400 | One wrong: reteach total revenue |
| What a negative XED means | The goods are complements | Two wrong: restart scene three |
09 Tutor FAQ
Why is PED taken as an absolute value?
The law of demand already fixes the direction, so the absolute value measures only the size of the response and comparisons stay clean.
Does a price rise always cut revenue when demand is elastic?
Yes. The percentage fall in quantity is larger than the percentage rise in price, so price times quantity must fall.
Why is PES usually below one in the short run?
Factors of production and capacity cannot change quickly, so suppliers cannot raise output at once.
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A TutorZone lesson-prep guide. Written by the TutorZone team; questions and lesson flow are original and are not taken from any school or publisher material.


