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Law of Supply and Demand

The law of supply and demand describes how the price of something settles at the point where the quantity buyers want matches the quantity sellers are willing to provide. When buyers want more than sellers will offer, prices tend to rise; when sellers offer more than buyers want, prices tend to fall.

It is the mechanism sitting behind pricing decisions, wage levels and the cost of almost everything a business buys or sells.

From the Money Master HQ dictionary, founded by Shihan Sheriff (FCMA, VP of Finance at Nomod, CFO at Esanjo Ventures). How these definitions are written.

What it means

Demand describes how much of a product customers will buy at each possible price, and it normally slopes downwards, because cheaper things attract more buyers. Supply describes how much producers will offer at each price, and it normally slopes upwards, because higher prices make it worth producing more.

The price at which the two quantities meet is the equilibrium price, and a competitive market tends to drift towards it. For a business, this matters because it explains why prices move even when nobody in your company decided to move them.

A shortage of skilled developers pushes salaries up, and an excess of empty office space pushes rents down, regardless of what your budget assumed. Knowing which side of a market is tightening tells you whether to lock in a long contract now or wait.

The law also gives you elasticity, which is how sensitive buyers are to a change in price. If a 10% price rise costs you only 2% of your volume, demand is inelastic and you have pricing power; if it costs you 25% of volume, demand is elastic and the rise will shrink your revenue.

Most internal arguments about pricing are really arguments about elasticity, even when nobody uses the word. Shifts in the curves matter as much as movements along them.

A new competitor, a change in fashion, a tariff or a supply chain failure moves the whole curve rather than just the point on it, which resets both the equilibrium price and the equilibrium quantity. Managers often mistake a genuine shift for a temporary blip and hold their old price far too long.

None of this is a law of physics, and real markets break the pattern regularly. Brand loyalty, regulation, long-term contracts and sticky wages all slow the adjustment down, sometimes for years at a time.

Treat the law as the gravity of commercial life: always pulling in one direction, but frequently resisted.

In practice

Real-world examples.

1

Example

A coffee roaster sees a poor harvest in a major growing region cut global bean supply. Its green bean cost per kilogram climbs 30% within two months, and because every competitor faces the same cost, the roaster passes most of it through to cafes without losing accounts. Demand for speciality coffee turns out to be fairly inelastic at that price point.

2

Example

A city adds 4,000 new short-term rental listings in a single summer. Nightly rates across the market fall about 15% as hosts compete for the same travellers, and the operators who had modelled flat pricing miss their revenue budget badly. Supply moved, demand did not, and the equilibrium price dropped.

3

Example

A software firm raises its entry-level plan from $19 to $29 a month. Sign-ups fall 40%, but revenue per sign-up rises 53%, so total new revenue is slightly lower and churn among small accounts rises. The pricing team concludes demand at that tier is elastic and reverses the change.

Formula

Calculation

Equilibrium is the price at which quantity demanded equals quantity supplied. An online retailer sells a branded water bottle. Monthly demand is Qd = 12,000 - 300P and monthly supply is Qs = 2,000 + 200P, where P is the price in dollars. Set the two equal: 12,000 - 300P = 2,000 + 200P. Rearranged: 12,000 - 2,000 = 200P + 300P, so 10,000 = 500P, giving P = $20. Check the quantity at $20: Qd = 12,000 - (300 x 20) = 12,000 - 6,000 = 6,000 units, and Qs = 2,000 + (200 x 20) = 2,000 + 4,000 = 6,000 units. The two match, so $20 is the equilibrium price and monthly revenue is 6,000 x $20 = $120,000. Now a fitness trend adds 1,000 units of demand at every price, so Qd = 13,000 - 300P. Setting 13,000 - 300P = 2,000 + 200P gives 11,000 = 500P, so P = $22, and quantity is 13,000 - (300 x 22) = 13,000 - 6,600 = 6,400 units. Revenue rises to 6,400 x $22 = $140,800, an increase of $20,800 a month driven entirely by the demand shift.

Case study

Seen in the real world.

In this illustrative example, Northbridge Ceramics is a fictional maker of handmade tableware supplying independent restaurants. For three years it sold its flagship dinner plate at $18 and shipped roughly 5,000 plates a month, a level at which its two kilns ran comfortably below capacity.

A national design magazine then featured the style, and orders jumped to 8,000 a month at the same price. Northbridge held the $18 price out of loyalty to existing accounts, and within six weeks its lead time stretched from two weeks to eleven. The queue itself became the rationing device: buyers who valued speed went elsewhere, and Northbridge captured none of the extra value.

After modelling the situation, the founders raised the price to $23 and added a small capacity surcharge for rush orders. Monthly volume settled at 6,800 plates, revenue rose from $90,000 to $156,400, and lead times returned to three weeks. The lesson in this fictional case is that when demand shifts and price does not follow, the market clears through waiting rather than through money.

Watch out

Common mistakes.

  • Assuming a price rise always increases revenue. If demand is elastic, the volume you lose can more than cancel the extra margin per unit.
  • Confusing a movement along the demand curve with a shift of the whole curve. Selling more because you cut the price is very different from selling more because customers suddenly want your product.
  • Treating supply as fixed. Most suppliers can add capacity given enough time, so a shortage that looks permanent in month one is often gone by month twelve.

Questions

People also ask.

Does the law of supply and demand apply to wages?

Yes, closely: scarce skills command higher pay, though contracts, notice periods and pay bands make wages adjust much more slowly than product prices.

Why do prices sometimes stay high after a shortage ends?

Because sellers face little pressure to cut while buyers are still anchored to the higher price, and because contracts and list prices are only revised periodically.

Can a business escape the law entirely?

Not entirely, but strong brands, patents, switching costs and regulation can weaken the link for a long time by making buyers less willing to substitute.

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Last updated · October 8, 2026
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The information provided in this finance dictionary is for educational and informational purposes only. It should not be construed as financial, investment, legal, or tax advice. Always consult with a qualified professional before making any financial decisions. Money Master HQ makes no representations or warranties about the accuracy, completeness, or suitability of this information. Use of this content is at your own risk.