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How to explain supply and demand changes

Name the market, identify the change, and explain its effect on equilibrium price and quantity.

Separate a shift from a movement

A change in the good's own price moves along a curve. A change in another factor, such as input costs or buyer preferences, can shift a curve. State what stays fixed.

Connect the diagram to the argument

Label price and quantity axes, original curves and equilibrium. Show the affected curve shifting, then compare equilibria. If both curves shift, the direction of price or quantity may depend on their relative changes.

Example

Invented classroom market, not an archive submission or observed price forecast.

Model
For notebooks, suppose quantity demanded Qd = 100 - 10P and quantity supplied Qs = 20 + 10P. P is dollars per notebook; quantities are notebooks per week.
Initial equilibrium
Set Qd = Qs: 100 - 10P = 20 + 10P. Thus P = $4 and Q = 60 notebooks per week.
Demand change
Suppose stronger buyer preferences change demand to Qd = 120 - 10P, with supply unchanged. Solve 120 - 10P = 20 + 10P: P = $5 and Q = 70.
Interpretation
Demand shifts right. Price and quantity rise, with a movement along the unchanged supply curve.

Review your draft

Check units and substitute the equilibrium price into both equations. Explain the economic change before describing its mathematical result.

Further reading: OpenStax: changes in equilibrium.

Past supply or demand requests

Real historical request types, described without student text or files.

  • Supply or demand coursework request — May 2021
  • Supply or demand coursework request — April 2021
  • Supply or demand coursework request — April 2021
  • Supply or demand coursework request — April 2021

Common questions

Does a higher price shift demand?

A change in the good's own price changes quantity demanded along a given demand curve. It does not itself shift that curve.

Should every analysis include numbers?

Use the information supplied. A qualitative diagram can show directions of change without inventing numerical estimates.