Free printable math drill — download and print instantly
This Subtraction With Borrowing drill has 48 problems for Grade 3. Engineers theme. Answer key included.
⬇ Download Free Math DrillGet new free worksheets every week.
All worksheets checked by our AI verification system. No wrong answers — guaranteed.
Max must fix 47 broken bridge bolts before the train arrives in 10 minutes!
Standard: CCSS.MATH.3.NBT.A.2
Subtraction-with-borrowing is a critical bridge skill that helps third graders solve real-world problems where they can't subtract directly. When your child encounters a problem like 32 − 15, they need to reorganize tens into ones—a mental move that builds number flexibility and prepares them for multi-digit operations in upper grades. This skill requires your child to hold multiple steps in mind simultaneously: recognizing when borrowing is needed, crossing out and renaming a ten, and then completing the subtraction. Mastering borrowing strengthens place-value understanding, which is foundational to all future math. Eight- and nine-year-olds are developmentally ready to move beyond counting on fingers and begin working with abstract regrouping strategies. Kids who grasp this concept gain confidence tackling larger numbers and are better equipped to handle real situations—like calculating how much allowance is left after buying supplies for a school project.
The most common error is students subtracting the smaller digit from the larger digit in each column, even when it doesn't make sense. For example, in 30 − 12, they might write 2 − 1 = 1 in the tens place instead of borrowing and getting 18. Watch for crossed-out numbers that don't show clear borrowing marks, or answers that seem too large. Another frequent mistake is borrowing correctly but then forgetting to subtract 1 from the tens column, leading to answers that are exactly 10 too large.
Play a "change-making" game at home using real coins or a pretend shop. Give your child a two-digit amount of play money and ask them to calculate change—for instance, if something costs 17¢ and they have 35¢, they need to figure out what's left. This mirrors borrowing because they might need to break a dime into pennies to complete the transaction. Repeat this once or twice a week, gradually increasing the difficulty, and ask them to explain their thinking aloud as they go.