🎓 Grade 2📄 Free PDF✅ Answer Keys🎯 4 Classroom Sets

Making Change to 100 · Free Worksheets (Grade 2)

Practice making change to 100 (Grade 2) with free printable PDF worksheets. 4 pre-packaged classroom sets with 100% verified step-by-step answer keys, plus an unlimited live customizer for teachers and homeschoolers.

📐Aligned to Common Core (CCSS.MATH.CONTENT.2.MD.C.8)·5-10 min per sheet
Count:
PanMaths.comMaking Change to 100 WorksheetsSet A (Standard)
Name: __________________________
Date: _____________ Period: ____
Score: _____ / 10
1.Find the change:
🍎
Red Apple
Cost: 45¢
AMOUNT PAID
$1.00 Bill
Change:
____ ¢
or
$ _____
2.Find the change:
🌾
Granola Bar
Cost: 48¢
AMOUNT PAID
4 Quarters ($1.00)
Change:
____ ¢
or
$ _____
3.Find the change:
🍊
Orange
Cost: 55¢
AMOUNT PAID
3 Quarters (75¢)
Change:
____ ¢
or
$ _____
4.Find the change:
🍌
Banana
Cost: 35¢
AMOUNT PAID
2 Quarters (50¢)
Change:
____ ¢
or
$ _____
5.Find the change:
🪀
Yo-Yo
Cost: 85¢
AMOUNT PAID
$1.00 Bill
Change:
____ ¢
or
$ _____
6.Find the change:
📓
Notebook
Cost: 80¢
AMOUNT PAID
4 Quarters ($1.00)
Change:
____ ¢
or
$ _____
7.Find the change:
🧃
Juice Box
Cost: 65¢
AMOUNT PAID
3 Quarters (75¢)
Change:
____ ¢
or
$ _____
8.Find the change:
🧴
Water Bottle
Cost: 88¢
AMOUNT PAID
4 Quarters ($1.00)
Change:
____ ¢
or
$ _____
9.Find the change:
📒
Mini Notebook
Cost: 68¢
AMOUNT PAID
$1.00 Bill
Change:
____ ¢
or
$ _____
10.Find the change:
📏
Ruler
Cost: 70¢
AMOUNT PAID
4 Quarters ($1.00)
Change:
____ ¢
or
$ _____
PanMaths.com • Free Printable Math WorksheetsPage 1 of 2
PanMaths.comAnswer Key & Worked Solutions • Set A (Standard)
Answer Key
Total Problems: 10
1.Find the change:
🍎
Red Apple
Cost: 45¢
AMOUNT PAID
$1.00 Bill
Change:
55¢
or
$0.55
100¢ - 45¢ = 55¢ ($0.55) ✓
2.Find the change:
🌾
Granola Bar
Cost: 48¢
AMOUNT PAID
4 Quarters ($1.00)
Change:
52¢
or
$0.52
100¢ - 48¢ = 52¢ ($0.52) ✓
3.Find the change:
🍊
Orange
Cost: 55¢
AMOUNT PAID
3 Quarters (75¢)
Change:
20¢
or
$0.20
75¢ - 55¢ = 20¢ ($0.20) ✓
4.Find the change:
🍌
Banana
Cost: 35¢
AMOUNT PAID
2 Quarters (50¢)
Change:
15¢
or
$0.15
50¢ - 35¢ = 15¢ ($0.15) ✓
5.Find the change:
🪀
Yo-Yo
Cost: 85¢
AMOUNT PAID
$1.00 Bill
Change:
15¢
or
$0.15
100¢ - 85¢ = 15¢ ($0.15) ✓
6.Find the change:
📓
Notebook
Cost: 80¢
AMOUNT PAID
4 Quarters ($1.00)
Change:
20¢
or
$0.20
100¢ - 80¢ = 20¢ ($0.20) ✓
7.Find the change:
🧃
Juice Box
Cost: 65¢
AMOUNT PAID
3 Quarters (75¢)
Change:
10¢
or
$0.10
75¢ - 65¢ = 10¢ ($0.10) ✓
8.Find the change:
🧴
Water Bottle
Cost: 88¢
AMOUNT PAID
4 Quarters ($1.00)
Change:
12¢
or
$0.12
100¢ - 88¢ = 12¢ ($0.12) ✓
9.Find the change:
📒
Mini Notebook
Cost: 68¢
AMOUNT PAID
$1.00 Bill
Change:
32¢
or
$0.32
100¢ - 68¢ = 32¢ ($0.32) ✓
10.Find the change:
📏
Ruler
Cost: 70¢
AMOUNT PAID
4 Quarters ($1.00)
Change:
30¢
or
$0.30
100¢ - 70¢ = 30¢ ($0.30) ✓
PanMaths.com • Answer Key & SolutionsPage 2 of 2
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Worksheet Info

Categorygrade-2
Grade LevelGrade 2
DifficultyEasy, Medium, Hard, Sprint
Time5-10 min
CCSS CodeCCSS.MATH.CONTENT.2.MD.C.8

Skills Practiced

  • Making Change to 100

Key Strategies

  • 🛒 Subtraction Strategy (Paid − Cost): Subtract the cost from the amount paid. For example: 100¢ − 64¢ = 36¢ change (or $0.36).
  • 🪙 The Cashier's Counting-Up Method: Start at the item price and add coins to reach friendly benchmark numbers: 64¢ + 1¢ (penny) = 65¢ ➔ + 10¢ (dime) = 75¢ ➔ + 25¢ (quarter) = 100¢. Change = 1¢ + 10¢ + 25¢ = 36¢.
  • ⚠️ The Friendly 100 Subtraction Trap: When subtracting from 100¢, remember that 100 has 0 tens and 0 ones. Students must regroup across zeros (100 = 9 tens and 10 ones), rather than subtracting 0 − 4 = 4.
  • 💵 Dual Notation Fluency: Record change amounts with both cent notation (e.g., 36¢) and standard dollar notation with decimal point ($0.36). 100¢ equals $1.00.
📜 Standard: CCSS.MATH.CONTENT.2.MD.C.8🔗 CCSS.MATH.CONTENT.2.NBT.B.7🔗 CCSS.MATH.CONTENT.2.OA.A.1

Mastering Making Change to 100: Core Concepts & Mental Models

Making change is a vital financial numeracy skill that grounds multi-digit subtraction and complement addition in tangible store scenarios. Second-grade students learn two essential mental models: the Subtraction Strategy (Paid Amount − Item Cost = Change) and the Cashier Counting-Up Strategy (starting at the cost and counting forward with pennies, nickels, dimes, and quarters until reaching the amount paid).

Worked Example & SolutionTeacher Step-by-Step Method
📝 Problem: You buy an apple that costs 45¢ and pay with a $1.00 bill (100¢). How much change do you receive?
Worked Solution: 1. Identify: Cost = 45¢, Paid = 100¢ ($1.00). 2. Subtraction: 100¢ - 45¢ = 55¢. 3. Counting Up Verification: 45¢ + 5¢ (nickel) = 50¢; 50¢ + 50¢ (2 quarters) = 100¢; 5¢ + 50¢ = 55¢. 4. Change: 55¢ (or $0.55) ✅

💡 Essential Strategies for Making Change to 100

🛒 Subtraction Strategy (Paid − Cost)

Subtract the cost from the amount paid. For example: 100¢ − 64¢ = 36¢ change (or $0.36).

🪙 The Cashier's Counting-Up Method

Start at the item price and add coins to reach friendly benchmark numbers: 64¢ + 1¢ (penny) = 65¢ ➔ + 10¢ (dime) = 75¢ ➔ + 25¢ (quarter) = 100¢. Change = 1¢ + 10¢ + 25¢ = 36¢.

⚠️ The Friendly 100 Subtraction Trap

When subtracting from 100¢, remember that 100 has 0 tens and 0 ones. Students must regroup across zeros (100 = 9 tens and 10 ones), rather than subtracting 0 − 4 = 4.

💵 Dual Notation Fluency

Record change amounts with both cent notation (e.g., 36¢) and standard dollar notation with decimal point ($0.36). 100¢ equals $1.00.

⚠️ Common Mistakes & Teacher Fixes

⚠️Subtracting smaller digit from larger digit in reverse (e.g., 100 - 45 = 65)

Why students stumble: Students subtract 5 - 0 = 5 in the ones column instead of properly regrouping from 100.

Teacher Fix: Regroup 100 into 9 tens and 10 ones: 10 - 5 = 5 ones, 9 - 4 = 5 tens ➔ 55¢.
Example: 100 - 45 is 55¢, NOT 65¢.
⚠️Forgetting that $1.00 equals 100 cents

Why students stumble: Switching between dollar signs ($) and cent signs (¢) creates place value confusion.

Teacher Fix: Always convert to cents first: $1.00 = 100¢, then subtract.
Example: $1.00 - 75¢ = 100¢ - 75¢ = 25¢.

📖 Key Mathematical Vocabulary

Cost / Price

The amount of money required to buy an item.

Amount Paid

The money handed to the cashier (e.g., 4 quarters, $1.00 bill, or 75¢).

Change

The money returned to the customer when the amount paid is greater than the cost.

Counting Up

A cashier method of finding change by adding coins forward from the price to the amount paid.

🎯 4 Differentiated Classroom Sets Included

Standard 10Version A

Set A: Store Purchases & Change from $1.00 (10 Problems)

Calculate change from $1.00 (100¢) or coin combinations with visual store price tags and dual cent and dollar answer boxes.

Anti-CheatVersion B

Set B: Alternate Store Purchases (10 Problems)

Parallel structure with alternate store items, prices, and paid amounts to eliminate desk-copying.

ChallengingVersion C

Set C: Multi-Item Purchases & Coin Selection (8 Problems)

Higher cognitive load: 2-item purchases, determining fewest coins for change, and subtraction error analysis.

Speed SprintVersion D

Set D: 3-Minute Quick Change Sprint (12 Problems)

12 rapid-fire change subtraction facts from 100¢, 75¢, and 50¢ for mental math automaticity.

❓ Frequently Asked Questions

How do you solve a making change to 100 problem step by step?

Here is a worked example: "You buy an apple that costs 45¢ and pay with a $1.00 bill (100¢). How much change do you receive?". Solution: 1. Identify: Cost = 45¢, Paid = 100¢ ($1.00). 2. Subtraction: 100¢ - 45¢ = 55¢. 3. Counting Up Verification: 45¢ + 5¢ (nickel) = 50¢; 50¢ + 50¢ (2 quarters) = 100¢; 5¢ + 50¢ = 55¢. 4. Change: 55¢ (or $0.55) ✅

What is the core learning objective for making change to 100?

Calculate the correct change received from amounts up to $1.00 (100¢) when purchasing items; apply the counting-up cashier method and subtraction across place values, and express change in both cent (¢) and dollar ($) notations. This directly aligns with Common Core Standard CCSS.MATH.CONTENT.2.MD.C.8.

What is the most common mistake students make with making change to 100?

A frequent pitfall is: "Subtracting smaller digit from larger digit in reverse (e.g., 100 - 45 = 65)". Why students stumble: Students subtract 5 - 0 = 5 in the ones column instead of properly regrouping from 100. How to fix it: Regroup 100 into 9 tens and 10 ones: 10 - 5 = 5 ones, 9 - 4 = 5 tens ➔ 55¢. (Example: 100 - 45 is 55¢, NOT 65¢.)

What is included in the 4 differentiated worksheet sets?

Set A covers standard core practice (Calculate change from $1.00 (100¢) or coin combinations with visual store price tags and dual cent and dollar answer boxes.). Set B is an Anti-Cheat version with alternate numbers to prevent copying. Set C features challenging problems, and Set D is a timed sprint.

Are these making change to 100 worksheets free to print with answer keys?

Yes! Every single worksheet on PanMaths is 100% free with no sign-up needed. Each sheet includes a dedicated Answer Key on Page 2 with step-by-step intermediate evaluation lines for 1-minute grading.