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Lesson 1 of 4Financial Literacy
Unit 8 · Lesson 1 of 4

Making Financial Decisions

Measure inflation with the Consumer Price Index, adjust prices between years, sort needs from wants, and compare money options fairly by putting them on the same time period.

8 min read8 quick checks11 practice questionsAsk AI about this →

Key things to remember

  1. 1Inflation is a general rise in prices over time; it lowers the purchasing power of each dollar.
  2. 2Canada's CPI (Statistics Canada) prices one basket of goods and services; the 2002 cost is set to 100.
  3. 3Inflation rate
  4. 4Price in another year price ; round money to the nearest cent at the end.
  5. 5Yearly inflation rates combine by multiplying (1.068 × 1.039), not by adding.
  6. 6Compare options on the same basis: same time period, same amount, same taxes.

In 2022, prices in Canada rose 6.8% on average, the biggest yearly jump in about 40 years (Statistics Canada). If your pay stayed the same that year, the same paycheque bought less food, less gas and fewer bus rides than the year before. Money decisions like this come up all the time: should you buy a monthly transit pass or pay per ride? Is the $35 pair of headphones cheaper than the $90 pair? How much would something from your parents' childhood cost today? Each of these is a math problem built from percents, rates and comparisons, and this lesson gives you the tools to answer them with numbers instead of guesses.

Inflation and purchasing power

Inflation is a general rise in prices across the economy over time. When prices rise, each dollar buys less: the purchasing power of a dollar falls. Inflation is an average, so in a year of inflation some prices rise a lot, some barely move, and some can even fall. The opposite, a general fall in prices, is called deflation. The Bank of Canada aims to keep inflation close to 2% per year, the midpoint of a 1% to 3% target range, because low and steady inflation makes it easier for families and businesses to plan.

How much of the same basket 100 dollars buys2002basket costs $100.00$100 buys 100%2022basket costs $151.20$100 buys 66.1%33.9% out of reach2024basket costs $160.90$100 buys 62.2%37.8% out of reachshare bought = 100 ÷ basket cost, e.g. 100 ÷ 160.90 ≈ 0.622Statistics Canada, CPI annual averages, 2002 = 100
Fig 1Each bar is the whole CPI basket in one year. 100 dollars buys all of it in 2002, when it cost 100 dollars, but only 66.1 percent of it in 2022 (cost 151.20 dollars) and 62.2 percent in 2024 (cost 160.90 dollars).
Quick checkTry it before you read on
1
Prices rise 3% over a year, but your allowance stays the same. What happens to the purchasing power of your allowance?
Quick checkTry it before you read on
2
Inflation in a year was 2%. Which statement must be true?

The Consumer Price Index: pricing one basket

Statistics Canada measures inflation with the Consumer Price Index (CPI). Picture one giant shopping basket that holds what a typical Canadian household buys: food, rent and other shelter costs, transportation, clothing, household items, health and personal care, recreation and more. Every month the prices of the items in that basket are checked. The CPI compares the basket's cost to its cost in a base year. Canada's CPI uses 2002 as the base year and sets the basket's 2002 cost to 100. So an annual average CPI of 160.9 for 2024 means the basket that cost $100 at 2002 prices cost about $160.90 in 2024: prices rose about 60.9% over those 22 years. (The contents of the basket are updated every so often as spending habits change.)

The same basket, priced in three yearsfood, shelter, transport,clothing, recreation ...$100.00base year2002CPI 100.0$151.20+51.2% since 20022022CPI 151.2$160.90+60.9% since 20022024CPI 160.92002 costStatistics Canada, CPI annual averages, 2002 = 100
Fig 2The same basket of goods and services priced in three years using Statistics Canada's annual average CPI with 2002 = 100: 100.00 dollars in 2002, 151.20 dollars in 2022 and 160.90 dollars in 2024.
YearCPI, annual average (2002 = 100)Change from the year before
2020137.0not shown
2021141.6+3.4%
2022151.2+6.8%
2023157.1+3.9%
2024160.9+2.4%
2025164.2+2.1%
Canada's Consumer Price Index, annual averages, from Statistics Canada

The CPI turns inflation into two quick calculations. The inflation rate between two years is a percent change, so divide the change by the old value. To find what a price from one year is "worth" in another year, multiply it by the ratio of the two CPIs. Round money to the nearest cent at the end. Two years of inflation combine by multiplying, just like any two percent changes in a row: from 2021 to 2023 the index went from 141.6 to 157.1, a rise of about 10.9%, not . (Multiplying the rounded yearly rates, , gives about 11.0%; the small difference comes from rounding.)

Wages and inflation
If your pay rises by the same percent as prices, you can buy about the same as before. If your pay rises more slowly than prices, your purchasing power falls. Ontario links its minimum wage to inflation: the general minimum wage rose from $17.60 to $17.95 an hour on October 1, 2026 (Government of Ontario), following a 1.9% rise in Ontario's annual average CPI from 2024 to 2025. Ontario's Employment Standards Act multiplies the old wage by that CPI ratio and rounds the result to the nearest 5 cents. Check: , which rounds to $17.95.
Quick checkTry it before you read on
1
Use the table: the CPI was 137.0 in 2020 and 151.2 in 2022. What was the inflation rate over those two years? Round to the nearest tenth of a percent.
%
Quick checkTry it before you read on
2
To change a 2022 price into its 2025 equivalent (CPI 151.2 in 2022, 164.2 in 2025), what do you multiply the price by?
VideoKhan Academy prices the same basket of goods in different years to measure inflation, the idea behind the Consumer Price Index.Watch on YouTube

Needs, wants and opportunity cost

A need is something you must have to live safely and meet your responsibilities. A want is something that makes life better but that you could go without. The line depends on the situation: a basic phone can be a need for someone whose job depends on it, while the newest model is a want. Every dollar spent on one thing is a dollar you cannot spend on something else or save. What you give up is the opportunity cost of your choice: spending $60 on a concert ticket might mean $60 less toward a bike you are saving for.

AUsually needs
  • Rent or housing costs
  • Basic groceries
  • A warm winter coat in Ontario
  • Transportation to school or work
  • Prescription medicine
BUsually wants
  • Concert or game tickets
  • Eating out
  • The newest phone model
  • Extra streaming services
  • Designer clothing
Quick checkTry it before you read on
1
Jordan is saving for a 200 dollar bike. Instead, Jordan spends 40 dollars on a video game. What is the opportunity cost of the game?
Quick checkTry it before you read on
2
Which item is a need for some people and a want for others, depending on their situation?
VideoThe Federal Reserve Bank of St. Louis explains scarcity and opportunity cost, the value of the next best choice you give up.Watch on YouTube

Comparing options with math

To compare two options fairly, put them on the same basis: the same time period (cost per month, per year), the same amount (cost per use, per ride, per 100 g), and the same taxes (include the 13% HST on both if both are taxed). For example, a $90 pair of headphones that lasts 4 years costs dollars per year, while a $35 pair that lasts 1 year costs $35 per year. The pricier pair is cheaper per year of use, as long as it really lasts. Money is not the only factor: time, convenience and risk matter too, but the math tells you what each option really costs.

Example prices: headphones for 4 yearsOption Aone $90 pair, lasts 4 years$90 ÷ 4 years = $22.50 per yearOption B$35$35$35$35a new $35 pair each year = $35.00 per year01234YearsTotal for 4 years$90$140AB: 4 × $35The pricier pair costs less per year of use, as long as it really lasts 4 years.
Fig 3Example prices on a 4-year timeline: one 90 dollar pair of headphones that lasts 4 years (22.50 dollars per year) against a 35 dollar pair bought new every year (35 dollars per year). The bars on the right show the 4-year totals to scale: 90 dollars against 140 dollars.
A four-question decision check
Is it a need or a want? What is the total cost, including HST, over the same time period as the other options? Is there a cheaper option that does the same job? What is the opportunity cost: what will you not be able to buy or save if you choose this?
Quick checkTry it before you read on
1
Example prices: a $120 winter coat lasts 3 winters, and a $50 coat lasts 1 winter. How much less per winter does the $120 coat cost?
$
Quick checkTry it before you read on
2
Example prices: Store A sells 500 g of cereal for $4.00, and Store B sells 750 g for $5.40. Which is the better buy?

Worked examples

Reveal one step at a time and try to beat it to the next line.

Example 1
A movie ticket cost $8.50 in 2002. If its price had risen exactly with the CPI, what would it have cost in 2024? (CPI: 100.0 in 2002, 160.9 in 2024.)
Example 2
The CPI was 141.6 in 2021 and 157.1 in 2023. Find the inflation rate over those two years, to one decimal place. Why is it not 6.8% + 3.9%?
Example 3
Example prices: a single transit ride costs $3.35 and a monthly pass costs $128. How many rides in a month make the pass the cheaper choice?
Example 4
In 2024 you spent $50 on a set of items. Using the CPI (100.0 in 2002, 160.9 in 2024), about how much would the same items have cost in 2002?

Where marks get lost

  • Adding yearly inflation rates (6.8% + 3.9% = 10.7%) instead of multiplying the multipliers (1.068 × 1.039 ≈ 1.110).
  • Reading a CPI of 160.9 as "every item costs 60.9% more". The CPI is an average for a whole basket; single prices rise faster, slower or even fall.
  • Dividing by the new CPI when finding an inflation rate. A percent change always divides by the old (starting) value.
  • Thinking that lower inflation means prices went down. When inflation falls from 6.8% to 3.9%, prices are still rising, just more slowly.
  • Comparing a monthly cost with a yearly cost, or a taxed price with an untaxed one. Put both options on the same basis first.

Flashcards 8

Inflation
Deflation
Purchasing power
Consumer Price Index (CPI)
+ 4 more

Practice

1
Canada's annual average CPI was 157.1 in 2023 (2002 = 100). What does this mean?
2
A bike cost $250 in 2002. If its price rose exactly with the CPI (100.0 in 2002, 160.9 in 2024), what would it cost in 2024? Round to the nearest cent.
$
3
The CPI was 151.2 in 2022 and 160.9 in 2024. What was the inflation rate over those two years? Round to one decimal place.
%
4
Canada's inflation rate fell from 6.8% in 2022 to 3.9% in 2023. Which statement is true?
5
Which of these is most clearly a want rather than a need?
6
Example prices: a single ride costs $3.30 and a monthly pass costs $115. What is the smallest number of rides in a month for which the pass is cheaper?
rides
7
What is the name for what you give up (the next best use of your money) when you make a spending choice?
8
Match each term with its meaning.
Inflation
Deflation
Purchasing power
Base year
9
Put these headphone options in order from lowest to highest cost per year of use.
  1. 1$60 pair that lasts 2 years
  2. 2$200 pair that lasts 5 years
  3. 3$35 pair that lasts 1 year
  4. 4$90 pair that lasts 4 years
10
Ontario's general minimum wage is $17.95 an hour (from October 1, 2026). How much does someone earn, before deductions, for 15 hours of work at that rate?
$
11
What yearly inflation rate does the Bank of Canada aim for?

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