Grade 9 Financial Literacy Worksheets
Free printable financial literacy practice for Grade 9 students. Generate problems, solve them on screen or paper, and download as PDF.
Practice Worksheet
Grade 9 Financial Literacy Practice
Solve each problem. Show your work.
- 1.$1500 is invested at 3% compound interest annually for 2 years. Find the total, rounded to the nearest cent: $_____
- 2.Monthly income is $2200. Expenses are $850, $320, $180, $250. Find the amount left to save: $_____
- 3.An asset worth $1200 appreciates by 8% in one year. Find its new value: $_____
- 4.$1600 is invested at 3% compound interest annually for 2 years. Find the total, rounded to the nearest cent: $_____
- 5.Monthly income is $2400. Expenses are $850, $320, $180, $250. Find the amount left to save: $_____
- 6.An asset worth $1400 appreciates by 8% in one year. Find its new value: $_____
Show answer key
- Question 1: 1591.35
- Question 2: 600
- Question 3: 1296
- Question 4: 1697.44
- Question 5: 800
- Question 6: 1512
Free Practice Worksheets
Print, solve on paper, then upload a photo for instant AI grading and feedback.
Build confidence with approachable problems
Solve each problem. Take your time.
- 1.Calculate the total monthly budget: Fixed expenses = 800, Variable expenses = 450. Total = ?
- 2.Calculate the simple interest earned: Principal = 500, Rate = 0.05, Time = 1 year. (Formula: I = P * r * t)
- 3.Calculate the compound interest balance: Principal = 1000, Rate = 0.02, Time = 2 years. (Formula: A = P * (1 + r)^t)
- 4.Find the remaining budget: Total Monthly Income = 2000, Total Expenses = 1650. Savings = Income - Expenses.
- 5.Calculate the growth of an investment over 3 years: Principal = 200, Growth Factor = (1 + 0.03)³. Final Amount = 200 * (1.03)³.
- 6.Calculate the total cost of variable expenses over 6 months if the monthly cost is 120. Total = 6 * 120.
Full range of grade expectations
Solve each problem. Show your work.
- 1.Sarah has a monthly income of 2,400. Her fixed costs (rent, insurance, internet) total 1,350 per month. Her variable costs (groceries, entertainment, transport) average 650 per month. Calculate her net savings at the end of one month.
- 2.Compare two investment options for 5,000 over 3 years: Option A offers 4% simple interest per year. Option B offers 3.5% compound interest per year. Which option yields more money after 3 years, and by how much?
- 3.A student wants to save 1,200 for a new laptop. If they deposit 500 into a savings account with 2% compound interest compounded annually, how much will they have after 2 years? Use the formula A = P(1 + r)^n.
- 4.Categorize the following expenses as either 'Fixed' or 'Variable': Monthly gym membership fee, weekly grocery bill, annual car insurance premium, and monthly electricity usage bill.
- 5.Simplify the following expression representing a budget adjustment: (3/4)x + (1/2)x - (1/8)x, where x is the total monthly budget.
- 6.If a budget allows for 15% of total income to be spent on entertainment, and your total monthly income is 2,200, write an equation in the form y = mx + b where y is the remaining budget after entertainment costs, and x is the income.
What Your Child Will Learn
The financial literacy strand grounds Grade 9 math in decisions students will actually face as young adults: budgeting, saving, borrowing, and understanding how interest works for and against them. Students build and analyze budgets that balance fixed expenses (rent, subscriptions) against variable ones (food, entertainment), and compare the trade-offs of different spending and saving plans.
A central focus is simple versus compound interest — students calculate interest earned on savings and interest owed on loans or credit, and compare outcomes over different time periods and rates. They explore how compounding frequency (annually, monthly, daily) changes the total amount, and connect this directly to the exponential-growth ideas introduced in the number sense strand.
Students also examine the cost of borrowing (credit cards, loans) and evaluate saving and investment options at a beginner level, building numeracy skills that support real financial decision-making well beyond the classroom. This unit is intentionally applied and example-driven, using realistic numbers so students see the direct dollar impact of the math.
Skills Covered
- Creating and analyzing a personal budget with fixed and variable expenses
- Calculating simple interest on savings and loans
- Calculating compound interest with different compounding periods
- Comparing the total cost of different borrowing options
- Evaluating basic saving and investment scenarios
- Applying percent and exponent skills to real financial contexts
Curriculum Aligned: Part of the de-streamed Grade 9 math course (MTH1W in Ontario), covering the financial literacy strand added to give every student practical money-management skills.
Parent Tip: This is one high school math unit where your own real-world experience is a genuine asset — talk through your own budget categories or explain how interest works on a credit card statement. Real examples from your own finances (with numbers you're comfortable sharing) often land better than any textbook scenario.
What your child will practice
- Financial Decision MakingDemonstrate an understanding of the difference between fixed and variable expenses, and develop a monthly budget.
- Saving and InvestingCompare various saving and investment options, including the effect of compound interest.
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Check my workFrequently Asked Questions
How often should my child practice financial literacy?
Short daily practice sessions of 10-15 minutes are more effective than long weekly sessions. Consistency builds lasting understanding.
How do I know if my child is at the right level for these worksheets?
If your child can complete about 70% of the problems correctly, the level is appropriate. If it's too easy or too hard, try an adjacent grade level.
Can I use these worksheets for homeschool?
Yes. The worksheets align with standard curriculum expectations and can supplement any math program. Generate multiple worksheets to create a full practice set.