Chapter 3: Supply, Demand, and Market Equilibrium
Demand describes how much of a good buyers are willing and able to purchase at each possible price, holding everything else constant.
Law of demand:
Why?
Both effects reduce quantity demanded.
How is this different from inflation? The law of demand describes what happens when one good’s price changes while everything else, including other prices and income, stays the same.
| Price | Quantity Demanded |
|---|---|
| $7.20 | 10 |
| $7.00 | 15 |
| $6.80 | 20 |
| $6.60 | 25 |
| $6.40 | 30 |
| $6.20 | 35 |
Price per bushel, quantity in thousands of bushels of soybeans.
Plotting each price/quantity pair traces out the demand curve, downward sloping because of the law of demand.
It matters which kind of change is happening.
Consider the market for new textbooks at a college bookstore. Which kind of change is each event?
Event 1 is a movement along the demand curve. Events 2 and 3 are shifts of the whole curve, since neither one is a change in the textbook’s own price.
Suppose consumer income rises, and a toy hoop is a normal good. At every price, buyers now want more of it than before.
| Price | Old Qd | New Qd |
|---|---|---|
| $10 | 10 | 15 |
| $8 | 14 | 19 |
| $6 | 18 | 23 |
| $4 | 22 | 27 |
Quantity demanded rises by 5 units at every price.
An increase in demand shifts the whole curve to the right. A decrease in demand, from an event like a recession or a fading fad, shifts it to the left.
Supply describes how much of a good sellers are willing and able to offer for sale at each possible price, holding everything else constant.
Law of supply:
Price and quantity supplied move in the same direction.
Why?
Both effects increase quantity supplied.
| Price | Quantity Supplied |
|---|---|
| $7.20 | 40 |
| $7.00 | 35 |
| $6.80 | 30 |
| $6.60 | 25 |
| $6.40 | 20 |
| $6.20 | 15 |
Same soybean market, price per bushel, quantity in thousands of bushels.
The supply curve is upward sloping: a higher price draws out a larger quantity supplied.
Notice these are exactly parallel to the demand-side list, just from the seller’s side of the market instead of the buyer’s.
A Wall Street Journal article from September 2025 reported that Florida’s orange output for the 2024 to 2025 marketing year fell to 12.2 million boxes, down from 18 million boxes the year before, the lowest total since the Great Depression.
Retail orange juice prices reached $11.80 per gallon, up nearly 20 percent from a year earlier.
Put the demand curve and the supply curve on the same graph, and they cross at exactly one point:
At the equilibrium price, there is no built-in tendency for price to rise or fall. Buyers are willing to buy exactly the amount sellers are willing to sell.
| Price | Qd | Qs |
|---|---|---|
| $7.20 | 10 | 40 |
| $7.00 | 15 | 35 |
| $6.80 | 20 | 30 |
| $6.60 | 25 | 25 |
| $6.40 | 30 | 20 |
| $6.20 | 35 | 15 |
At what price does quantity demanded equal quantity supplied?
Equilibrium price is $6.60 per bushel, equilibrium quantity is 25,000 bushels, the only row where quantity demanded and quantity supplied are equal.
Away from equilibrium, the market does not clear.
Suppose the federal government set a price floor of $7.00 per bushel of soybeans, above the $6.60 equilibrium.
At $7.00: quantity demanded is 15,000 bushels, but quantity supplied is 35,000 bushels. That is a surplus of 20,000 bushels, since suppliers want to sell far more than buyers want to purchase at that price.
Demand and supply can also be written as equations. Suppose:
\[ Q_d = 50 - 2P \qquad Q_s = 10 + 3P \]
At equilibrium, quantity demanded equals quantity supplied, so set the two equations equal and solve for \(P\).
\[ Q_d = Q_s \quad \Rightarrow \quad 50 - 2P = 10 + 3P \] \[ 40 = 5P \quad \Rightarrow \quad P^{*} = 8 \]
Substitute \(P^{*} = 8\) back into either equation: \(Q^{*} = 50 - 2(8) = 34\).
Equilibrium price is $8, equilibrium quantity is 34 units.
The demand and supply for t-shirts in a college town are given by:
\[ Q_d = 24{,}000 - 500P \qquad Q_s = 6{,}000 + 1{,}000P \]
where \(P\) is the price in dollars and \(Q\) is the number of t-shirts sold per year.
Part a. Set \(Q_d = Q_s\): \(24{,}000 - 500P = 6{,}000 + 1{,}000P\), so \(18{,}000 = 1{,}500P\), giving \(P^{*} = \$12\) and \(Q^{*} = 24{,}000 - 500(12) = 18{,}000\) t-shirts.
Part b. At \(P = 18\): \(Q_d = 24{,}000 - 9{,}000 = 15{,}000\); \(Q_s = 6{,}000 + 18{,}000 = 24{,}000\). Since \(Q_s > Q_d\), that is a surplus of 9,000 t-shirts.
Part c. At \(P = 6\): \(Q_d = 24{,}000 - 3{,}000 = 21{,}000\); \(Q_s = 6{,}000 + 6{,}000 = 12{,}000\). Since \(Q_d > Q_s\), that is a shortage of 9,000 t-shirts.
Price above equilibrium creates a surplus, price below equilibrium creates a shortage, exactly as the graph would show.
If demand increases (shifts right) while supply stays the same, the new intersection point moves up and to the right along the fixed supply curve.
An increase in demand raises both equilibrium price and equilibrium quantity. A decrease in demand lowers both.
If supply decreases (shifts left) while demand stays the same, equilibrium moves up and to the left along the fixed demand curve.
A decrease in supply raises price but lowers quantity. An increase in supply does the opposite: price falls and quantity rises.
Consumer income rises, and a toy hoop is a normal good. What happens to the equilibrium price and quantity of hoops?
Recall the Wall Street Journal numbers from earlier: citrus greening disease and hurricane damage cut Florida’s orange output from 18 million boxes to 12.2 million boxes in a single year, a 32 percent decline.
Using a supply and demand diagram for the market for oranges (or orange juice):
Part a. Disease and storm damage are supply-side events, they reduce the quantity growers can bring to market at every price. The supply curve shifts left.
Part b. With demand unchanged and supply shifted left, the new equilibrium sits higher on the demand curve: price rises. This matches the article: retail orange juice hit $11.80 per gallon, up nearly 20 percent.
Part c. Sliding up the fixed demand curve to the new, higher price, buyers purchase less: equilibrium quantity falls. This matches the reported drop from 18 million to 12.2 million boxes.
A real supply shock, a crop disease with no cure, plus hurricane damage, produces exactly the textbook prediction: price up, quantity down.
Answer: a supply shock. Fewer hens means fewer eggs can be produced at any price, so the supply curve shifts left, raising price.
Answer: a demand shock. More buyers want eggs at every price, shifting the demand curve right and pulling price up even though the number of hens has not changed.
Answer: not from price alone. A price increase is consistent with either an increase in demand or a decrease in supply, you need quantity data or outside context (like a news event) to tell them apart.