Unit 2: Consumer Behaviour
and Decision-Making
Why do we buy what we buy? In this unit, you will explore utility, elasticity, and how consumers make decisions with limited budgets.
What is Utility?
In economics, "utility" means satisfaction. It explains why we buy what we buy.
When you choose to buy a coffee instead of a juice, you are making an economic decision. You chose the option that gave you more utility β more satisfaction β for your money. Economics studies this kind of decision carefully.
Why utility matters
Utility helps us answer three questions: Why do people buy certain things? How much are they willing to pay? And when do they stop buying?
If you understand utility, you can explain most consumer behaviour.
The rational consumer
Economists assume that consumers are rational. This means they compare the satisfaction they expect to get (utility) with the price they must pay. When the utility is worth the price, they buy. When it is not, they do not.
How do we measure utility?
Utility is personal and cannot be measured exactly. But economists use imaginary units called utils to compare satisfaction levels. The number itself is not important β what matters is whether utility is going up or down as you consume more.
In the 1700s, a philosopher named Jeremy Bentham believed that happiness could be measured like a number. He wanted to calculate the "total happiness" of a decision. This was an early version of the utility idea in economics.
Utility is about the last unit. Your decision to buy "one more" depends on how much satisfaction that extra unit gives you β not how much you enjoyed the first one.
Marginal Utility & the Law of Diminishing Marginal Utility
Each extra unit gives you a little less satisfaction than the one before.
Marginal Utility = the change in Total Utility divided by the change in quantity. Since we usually look at one extra unit (ΞQ = 1), MU simply tells us how much TU changes after one more unit.
The Law of Diminishing Marginal Utility is one of the most important ideas in this unit. It says that as you consume more of any good, each extra unit gives you less satisfaction than the one before.
Because ΞQ = 1 in most examples: MU = TU after β TU before
Why does this happen?
Your most urgent need is satisfied first. Think about a very hot day. The first glass of cold water is incredibly satisfying. The second is good. By the fifth glass, you probably do not want any more. Your need for water was satisfied after the first few glasses.
When does a consumer stop buying?
A rational consumer keeps buying a good as long as the extra satisfaction (MU) is worth the price. When the MU falls below the price, they stop buying. This is why people do not buy an unlimited amount of things they enjoy β at some point, one more unit is just not worth the money.
The Law of DMU explains why all-you-can-eat buffets make money. Restaurants know that after the first few plates, customers' satisfaction from extra food drops so much that they do not eat very much more than a normal meal.
Total Utility goes up, but more and more slowly. It may eventually fall.
Marginal Utility always falls β it starts high and gets lower with each unit.
π The Pizza Lab
Move the slider to "eat" slices of pizza. Watch Total Utility and Marginal Utility change in real time.
| Slices (Q) | Total Utility (TU) | Marginal Utility (MU) | Assessment |
|---|
Consumer Choice
How do consumers decide where to spend their money?
When you have a limited amount of money, you must choose how to spend it. A rational consumer tries to get the most satisfaction (utility) possible from their budget.
The basic idea
Consumers compare the satisfaction they get from different goods. If one item gives more satisfaction per dollar, they will prefer to buy that item first. As they buy more of it, the marginal utility falls (remember the Law of DMU). Eventually, the satisfaction per dollar from different goods becomes similar, and the consumer feels happy with their choices.
Consumer Surplus
Sometimes, the price you pay for something is lower than the maximum amount you would have been willing to pay. This gap is called consumer surplus. It is a real benefit that you receive as a buyer.
When you choose a larger pack of something because it costs less per unit, you are already thinking about value for money β which is exactly how economists model consumer decision-making.
A rational consumer always asks: "Which option gives me the most satisfaction for my money right now?" As they buy more, diminishing MU changes the answer.
Economists have a precise rule for when a consumer has made the best possible choices with their budget. It is called consumer equilibrium. At this point, the consumer cannot improve their total satisfaction by shifting money from one good to another.
The rule uses the idea of MU per dollar β how much satisfaction you get for each dollar you spend on a good. You calculate it by dividing the MU of a good by its price.
This is called the Equimarginal Principle. It is a central idea in university-level microeconomics. Understanding the basic concept β that consumers compare satisfaction per dollar β is what matters at this stage.
Price Elasticity of Demand
When prices go up, how much does consumer behaviour actually change?
β Number of alternatives (more alternatives = more elastic)
β Necessity vs. luxury (necessities = inelastic)
β How much of your income you spend on it (bigger share = more elastic)
β Time (more time = more elastic β consumers find alternatives)
Not all goods react to price changes in the same way. When fuel prices rise by 20%, most people still fill up their cars β they have no choice. When the price of designer bags rises by 20%, sales may drop a lot. This difference is called price elasticity of demand.
|PED| > 1 β Elastic | |PED| < 1 β Inelastic | |PED| = 1 β Unit elastic
Why does elasticity matter?
For businesses: if demand is inelastic, raising the price increases total revenue β consumers keep buying. If demand is elastic, raising the price decreases total revenue β consumers stop buying.
For governments: taxing inelastic goods (such as cigarettes or fuel) raises a reliable amount of money. Taxing elastic goods raises less money, because buyers stop purchasing when the price rises.
The Total Revenue Test
This is a simple way to identify elasticity. If the price rises and total revenue also rises, demand is inelastic. If the price rises and total revenue falls, demand is elastic.
Research shows that the price elasticity of demand for cigarettes is about β0.4 (inelastic). A 10% price increase reduces smoking by only about 4%. This is why governments tax cigarettes β it raises money, even if it does not stop people from smoking.
Elastic: Price β β Revenue β
Inelastic: Price β β Revenue β
Unit elastic: Price β β Revenue unchanged
π Elasticity Explorer
Adjust the price and see how demand and total revenue change for elastic and inelastic goods.
Types of Goods
How does demand change when income goes up β and when the price of a related good changes?
YED > 0 β Normal good | YED < 0 β Inferior good
YED > 1 β Luxury good (demand rises faster than income)
Normal Goods and Inferior Goods
Price is not the only thing that changes consumer demand. Income matters too. When your income rises, you usually buy more of most goods β those are called normal goods. But some goods you buy less of when you get richer, because you switch to better options. Those are called inferior goods.
Substitutes and Complements
Substitutes are goods that can replace each other. If the price of coffee rises, some people will switch to tea. Demand for tea goes up. The two goods are substitutes.
Complements are goods that are used together. If the price of printers rises, fewer people will buy printers β and so fewer people will also buy ink cartridges. Demand for ink falls too. The two goods are complements.
During economic downturns, sales of instant noodles rise because people have less money. When the economy improves, noodle sales fall again. This is classic inferior good behaviour.
Income β β Demand β = Normal good
Income β β Demand β = Inferior good
Price of A β β Demand for B β = Substitutes
Price of A β β Demand for B β = Complements
Economists measure the relationship between goods using two additional formulas. You are not required to calculate these for the unit test, but understanding them will prepare you well for future economics courses.
Income Elasticity of Demand (YED) measures how much demand changes when income changes.
Cross-Price Elasticity of Demand (XED) measures how demand for one good changes when the price of another good changes.
Negative XED β Complements (goods used together)
These formulas are used by businesses to understand competition (substitutes) and product bundling (complements), and by governments to predict how taxes on one good affect related markets.
Unit 2 Review Quiz
8 questions covering the main ideas in this unit. Submit all answers at the end to see your score.