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This Adding Multiples Of 10 drill has 40 problems for Grade 1. Genie theme. Answer key included.
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Max discovered ten glowing treasure chests! He must add up all the golden coins before the genie's magic disappears.
Standard: CCSS.MATH.1.NBT.C.4
Adding multiples of 10 is a foundational skill that helps first graders see how our number system works in groups. When children master 20 + 30 or 50 + 10, they're building mental math flexibility that makes all future addition easier—and faster. At ages 6-7, students' brains are developing the ability to recognize patterns, and multiples of 10 follow a beautiful, predictable pattern. This skill directly supports place value understanding, which is the backbone of all elementary math. In real life, a child using allowance money, counting by tens on a number line, or even organizing toys into groups of ten all rely on this ability. By drilling these combinations now, you're giving your child confidence and automaticity that transfers to two-digit addition, subtraction, and beyond.
First graders often revert to counting by ones instead of recognizing the tens pattern—so 30 + 20 becomes 'one, two, three…' instead of '3 tens + 2 tens = 5 tens.' You'll spot this if a child takes much longer than expected or uses fingers to count every single number. Another common error is forgetting the zero at the end of the answer, writing '5' instead of '50.' Some students also struggle when problems are written vertically; they may add the tens digits correctly but lose the zero in the ones place. Watch for hesitation or errors when the problems switch between horizontal (30 + 40) and vertical format.
Play a 5-minute 'Dollar Store' game at home using dimes or simple ten-frames you draw on paper. Give your child a scenario like 'You have 3 dimes and earn 2 more dimes—how much do you have now?' Let them physically move dimes or point to ten-frames while saying '3 tens plus 2 tens equals 5 tens—that's 50!' Real objects make the tens pattern stick because your child sees and touches the groups, not just writes numbers on a page. This turns abstract addition into concrete thinking, which is exactly how 6-year-olds learn best.