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This Subtracting Multiples Of 10 drill has 40 problems for Grade 1. Coding theme. Answer key included.
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Max's robot friends are frozen! He must solve ten subtraction codes to restart the machines before midnight strikes.
Standard: CCSS.MATH.1.NBT.C.6
Subtracting multiples of 10 is a foundational skill that helps first graders build number sense and mental math fluency. When children master problems like 45 − 10 or 70 − 30, they're learning that the ones place stays the same while only the tens change—a pattern that makes larger subtraction problems feel less scary later. This skill directly supports their ability to count, make change, and solve word problems involving groups of objects. At ages 6-7, students are developing the cognitive ability to see numbers as made up of tens and ones, and practicing this drill strengthens that understanding. The confidence they gain here transfers to everyday situations like figuring out how many stickers remain after sharing some away. Most importantly, quick recall of these facts frees up their working memory for more complex problem-solving strategies they'll encounter throughout elementary school.
The most common error is that first graders subtract from the entire number rather than just the tens place. For example, they might solve 35 − 10 as 35 − 1 = 34 instead of 25, treating the 10 as a single digit. Another frequent mistake is writing the answer in the wrong place value—answering 50 − 20 as 30 but placing it as 3 instead of 30. Watch for students counting down by ones instead of counting back by tens, which is slow and error-prone. If a child answers these problems inconsistently, they likely haven't yet internalized that only the tens place shifts.
Play a quick game using a coin jar or collection of objects grouped in tens. Place 50 small items (coins, beads, or blocks) arranged in five groups of 10. Ask your child to remove two groups and count what's left—they'll physically see that 50 − 20 = 30 without relying on memorization. Repeat with different starting amounts and removal amounts over a few days. This concrete experience mirrors how computers process information by breaking problems into smaller, predictable steps—just like coding follows step-by-step rules, subtraction follows the rule that tens and ones work separately.