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This Subtraction With Borrowing drill has 48 problems for Grade 3. Pizza theme. Answer key included.
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Max discovered 87 lost pizza slices hidden in the kitchen — he must count them before closing time!
Standard: CCSS.MATH.3.NBT.A.2
Subtraction-with-borrowing—sometimes called regrouping—is a crucial bridge in your child's math journey. At age 8-9, students are moving beyond simple facts to tackle two-digit problems where the ones place isn't large enough to subtract from. This skill directly connects to real-world situations: making change at a store, figuring out how many supplies are left after a project, or calculating the difference between two prices. When students master borrowing, they develop flexible number sense and build confidence for division and multi-digit problems in upper grades. Without this foundation, children often resort to counting on their fingers or become frustrated with math entirely. This worksheet gives your third grader focused practice in the exact strategy schools teach, reinforcing the "borrow from the tens" concept that unlocks so much of elementary mathematics.
The most common error is students who forget to reduce the tens digit after borrowing. For example, in 32 − 15, they correctly regroup 32 as 2 tens and 12 ones, but then subtract to get 27 instead of 17 because they didn't cross out the 3 or count it as 2. Another frequent mistake is borrowing from the wrong place or borrowing when unnecessary—students sometimes borrow even when the ones digit is large enough. Watch for answers that are exactly 10 too high, which signals the forgotten reduction, or answers that don't make sense relative to the original problem.
Play a simple store scenario at home using coins or even cut-paper bills. Ask your child to start with 32 cents and "buy" something costing 15 cents, then count out change using real objects. This makes borrowing tangible—they physically see the dime break into 10 pennies and experience why they need to borrow. Repeat with different amounts (41 − 13, 50 − 24) over a few days, letting them narrate the borrowing step aloud each time. This repetition with concrete objects closes the gap between worksheet symbols and actual mathematical thinking.