Basic Financial Worksheet for Grade 3 Students

Master money counting, making change, budgeting basics, and financial problem-solving through these comprehensive exercises with step-by-step solutions.

Worksheet: Exercises 1 to 3
1 Counting Money
Exercise 1
Emma has 2 quarters, 3 dimes, 4 nickels, and 7 pennies. How much money does she have in total?
Definition:

U.S. Coin Values: Penny = $0.01, Nickel = $0.05, Dime = $0.10, Quarter = $0.25

Counting Method:
  1. Identify each type of coin and its value
  2. Multiply the number of each coin by its value
  3. Add all amounts together
  4. Express the total in dollars and cents
Coins
2q + 3d + 4n + 7p
Values
$0.50 + $0.30 + $0.20 + $0.07
Total
$1.07
Step 1: Count quarters

2 quarters × $0.25 = $0.50

25¢
25¢
Step 2: Count dimes

3 dimes × $0.10 = $0.30

10¢
10¢
10¢
Step 3: Count nickels

4 nickels × $0.05 = $0.20

5¢
5¢
5¢
5¢
Step 4: Count pennies

7 pennies × $0.01 = $0.07

1¢
1¢
1¢
1¢
1¢
1¢
1¢
Step 5: Add all amounts

$0.50 + $0.30 + $0.20 + $0.07 = $1.07

Emma has $1.07
Final answer:

Emma has $1.07

Applied rules:

• Value Recognition: Know the value of each coin

• Multiplication: Multiply quantity by value

• Addition: Sum all individual amounts

2 Making Change
Exercise 2
Lucas buys a toy car for $3.65 and pays with a $5 bill. How much change should he receive?
Definition:

Change: Amount returned = Amount paid - Cost of item

Amount Paid
$5.00
Cost
$3.65
Change
$1.35
Step 1: Set up the subtraction

Change = $5.00 - $3.65

Step 2: Subtract dollars and cents

Since we can't subtract 65¢ from 0¢, we borrow $1 from $5

$5.00 = $4.00 + $1.00 = $4.00 + 100¢ = $4.100¢

Now: $4.100¢ - $3.65¢ = $1.35

Step 3: Verify the calculation

Cost + Change = $3.65 + $1.35 = $5.00 ✓

Paid:
$5.00
Cost:
$3.65
Change:
$1.35
Lucas should receive $1.35 in change
Final answer:

Lucas should receive $1.35 in change

Applied rules:

• Subtraction: Amount paid minus cost equals change

• Borrowing: When subtracting decimals, borrow as needed

• Verification: Check that cost + change = amount paid

3 Budgeting Basics
Exercise 3
Maya has $15. She wants to buy a book for $6.25 and a notebook for $2.75. How much money will she have left?
Definition:

Budgeting: Managing money by tracking income and expenses

Starting Amount
$15.00
Expenses
$6.25 + $2.75
Remaining
$6.00
Step 1: Add up all expenses

Book + Notebook = $6.25 + $2.75 = $9.00

Step 2: Subtract expenses from starting amount

$15.00 - $9.00 = $6.00

Step 3: Verify the calculation

Expenses + Remaining = $9.00 + $6.00 = $15.00 ✓

Starting Money:
$15.00
Book:
$6.25
Notebook:
$2.75
Total Expenses:
$9.00
Money Left:
$6.00
Maya will have $6.00 left
Final answer:

Maya will have $6.00 left

Applied rules:

• Expense Calculation: Add all items to find total cost

• Subtraction: Starting amount minus expenses equals remaining

• Verification: Check that expenses + remaining = starting amount

Financial Literacy Worksheet Summary
Change = Paid - Cost
Making Change Formula
Coin Values
Penny = $0.01
Penny = 1 cent
Coin Values
Nickel = $0.05
Nickel = 5 cents
Coin Values
Dime = $0.10
Dime = 10 cents
Coin Values
Quarter = $0.25
Quarter = 25 cents
Budget Rule
Remaining = Start - Expenses
Budget calculation
Detailed Summary of Basic Financial Concepts

Definitions:

  • Income: Money received (allowance, gifts, etc.)
  • Expenses: Money spent (purchases, bills, etc.)
  • Change: Money returned after payment
  • Budget: Plan for spending money
  • Cost: Amount required to buy something

Core Rules:

  • Always line up decimal points when adding or subtracting money
  • Remember that $1 = 100 cents
  • Check your answer by adding the cost and change to see if it equals what was paid
  • When subtracting decimals and you can't subtract a larger number from a smaller one, borrow from the next place value

Step-by-Step Methods:

  1. Counting Money: Identify each coin, multiply quantity by value, add all amounts
  2. Making Change: Subtract cost from amount paid, verify by adding cost + change
  3. Budgeting: Add all expenses, subtract from starting amount, verify total
  4. Comparing Prices: Calculate total cost for each option, compare, find difference
  5. Saving Money: Multiply daily savings by number of days, subtract expenses

Examples:

  • Counting: 2 quarters + 1 dime = $0.50 + $0.10 = $0.60
  • Making Change: $5 - $3.25 = $1.75
  • Budgeting: $10 - ($4 + $2.50) = $10 - $6.50 = $3.50 left

Tips & Tricks:

  • Count larger denominations first (quarters, then dimes, etc.)
  • Use the "count up" method for change: count from cost to amount paid
  • Round numbers to make mental calculations easier
  • Always check your work by reversing the operation

Key Notes to Remember:

  • Know coin values: P=1¢, N=5¢, D=10¢, Q=25¢
  • Always verify your calculations
  • Practice regularly with real money
  • Understand the context of word problems
Additional Practice Problems
Problem 1:

Sam has 1 quarter, 2 dimes, and 3 pennies. How much money does Sam have?

Problem 2:

Jessica buys a candy bar for $0.75 and pays with a $2 bill. How much change should she receive?

Problem 3:

David has $10. He spends $3.50 on lunch and $2.25 on snacks. How much money does he have left?

Problem 4:

Which is cheaper: 5 pencils at $0.40 each or 3 erasers at $0.65 each? How much cheaper?

Problem 5:

Riley saves $2 every day for 15 days. Then she spends $18 on a book. How much money does she have left?

Worksheet: Exercises 4 to 5
4 Comparing Prices
Exercise 4
Which is cheaper: 4 cookies at $0.60 each or 3 muffins at $0.85 each? How much cheaper?
Definition:

Unit Price Comparison: Calculate total cost by multiplying unit price by quantity

Cookies Total
4 × $0.60
Muffins Total
3 × $0.85
Difference
$0.15
Step 1: Calculate cost of cookies

4 cookies × $0.60 per cookie = $2.40

Step 2: Calculate cost of muffins

3 muffins × $0.85 per muffin = $2.55

Step 3: Compare prices

$2.40 (cookies) vs $2.55 (muffins)

Cookies are cheaper by $2.55 - $2.40 = $0.15

Step 4: State the answer

Cookies are cheaper by $0.15

Cookies (4 × $0.60):
$2.40
Muffins (3 × $0.85):
$2.55
Difference:
$0.15
Cookies are cheaper by $0.15
Final answer:

Cookies are cheaper by $0.15

Applied rules:

• Multiplication: Unit price × quantity = total cost

• Comparison: Compare total costs to determine cheaper option

• Subtraction: Find the difference between amounts

5 Saving Money
Exercise 5
Alex saves $3 every day for 10 days. He then spends $22 on a video game. How much money does he have left?
Definition:

Saving: Setting aside money for future use

Days Saving
10 days
Total Saved
$30
After Purchase
$8
Step 1: Calculate total savings

$3 per day × 10 days = $30 saved

Step 2: Calculate remaining after purchase

$30 - $22 = $8 left

Step 3: Verify the result

Savings + Spent = $8 + $22 = $30 ✓

Days Saving:
10 days
Amount Per Day:
$3
Total Saved:
$30
Spent:
$22
Left:
$8
Alex has $8 left
Final answer:

Alex has $8 left

Applied rules:

• Multiplication: Daily savings × number of days = total savings

• Subtraction: Total savings minus expenses = remaining amount

• Verification: Check that remaining + spent = total savings

Worksheet Solutions and Answer Key
Total = Quantity × Unit Price
Price Calculation
Key Financial Literacy Terms:

Earning: Receiving money (work, allowance, gifts)

Spending: Using money to buy goods or services

Saving: Keeping money for future needs

Budgeting: Planning how to spend money wisely

Investing: Using money to potentially earn more money

Money Management Steps:
  1. Count what you have: Know your starting amount
  2. List what you need: Identify necessary purchases
  3. Calculate costs: Add up all expenses
  4. Compare options: Look for best deals
  5. Make decisions: Spend wisely within budget
Answer Key for Practice Problems
Problem 1 Solution:

1 quarter = $0.25, 2 dimes = $0.20, 3 pennies = $0.03

Total: $0.25 + $0.20 + $0.03 = $0.48

Problem 2 Solution:

Change = $2.00 - $0.75 = $1.25

Problem 3 Solution:

Total expenses = $3.50 + $2.25 = $5.75

Remaining = $10.00 - $5.75 = $4.25

Problem 4 Solution:

5 pencils = 5 × $0.40 = $2.00

3 erasers = 3 × $0.65 = $1.95

Eraser are cheaper by $2.00 - $1.95 = $0.05

Problem 5 Solution:

Total saved = $2 × 15 = $30

Remaining = $30 - $18 = $12

Tip 1: Always count your money before making a purchase.
Tip 2: Look for sales and discounts to save money.
Tip 3: Save some money from every allowance or gift.
Tip 4: Keep track of your spending to see where your money goes.
Important habits: Count money carefully, check change, plan purchases, save regularly.
Real-world application: These skills help in shopping, saving for toys, and managing allowance.
Essential Money Rules:

• Always verify your change after a purchase

• Compare prices before buying to get the best deal

• Keep some money for unexpected needs

• Plan ahead for larger purchases by saving

• Don't spend more than you have

Questions & Answers

Question: My child gets confused when making change with larger amounts. How can I help them practice and understand better?

Answer: Great question! Here are effective strategies to help your child master making change:

  • Start with concrete objects: Use actual coins and bills for hands-on practice
  • Count up method: Instead of subtracting, teach them to count up from the cost to the amount paid
  • Break it down: Start with simple amounts like $1 - $0.25, then progress to larger numbers
  • Use visual aids: Draw pictures or use online money manipulatives

Example for $5 - $2.35:

Count up from $2.35: add 5¢ to get to $2.40, then 10¢ to get to $2.50, then 50¢ to get to $3, then $2 more to get to $5. Total: $0.65 + $2.00 = $2.65.

Practice daily with real-life scenarios like grocery shopping or toy store visits!

Question: How can I help students who struggle with word problems involving money? They seem to understand basic operations but get confused when it comes to financial contexts.

Answer: This is a common challenge! Here's a systematic approach to help students:

  • Visual representation: Have students draw or circle important numbers in the problem
  • Act it out: Use role-playing with actual money to simulate the scenario
  • Keyword identification: Teach keywords that indicate operations (buy/spend = subtract, earn/save = add)
  • Scaffold the problem: Break complex problems into smaller, manageable steps

For example, in "Sarah has $3 and buys a cookie for $0.75," guide students to identify: Starting amount ($3), action (buying), cost ($0.75), and question (how much left?). Then they can set up $3.00 - $0.75 = ?

Consistent practice with familiar contexts helps transfer these skills to more abstract problems.

Question: I sometimes forget which coin is worth how much. Is there an easy way to remember?

Answer: Yes, here are some helpful memory tricks:

  • Penny: "Penny" starts with "P" like "penny for your thoughts" - 1 cent
  • Nickel: Think "nickel" = "nick" = 5 letters, so 5 cents
  • Dime: "Dime" sounds like "time" - 10 minutes past the hour = 10 cents
  • Quarter: Think "quarter" of a dollar = 25 cents

Also remember the physical characteristics: Pennies are copper-colored, nickels are silver and largest, dimes are silver and smallest, quarters are silver and second-largest.

Practice by handling coins regularly and counting them aloud. You could also make flashcards with pictures of coins and their values!