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This Addition With Regrouping drill has 40 problems for Grade 2. Race Cars theme. Answer key included.
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Max's race-car engine needs fuel codes fast—solve each addition problem to unlock the pit stop!
Standard: CCSS.MATH.2.NBT.B.5
Addition with regrouping is a crucial milestone for second graders because it moves them beyond simple single-digit facts into two-digit problem-solving. At ages 7-8, children's brains are developing the ability to hold multiple steps in mind simultaneously—a skill that regrouping demands. When your child adds 27 + 15, they must recognize that 7 + 5 equals 12, understand that 12 ones become 1 ten and 2 ones, and then add the tens column. This process strengthens working memory and logical thinking that extends far beyond math. Mastering regrouping also builds confidence as children tackle real-world situations like counting allowance, combining game scores, or keeping track of race-car collections. Without this skill, students hit a ceiling in third grade when larger numbers and multiplication become central. Your child is literally rewiring how they think about numbers and place value.
The most common error is students forgetting to regroup the ten entirely—they'll add 27 + 15 and write 312 because they added ones as 12 but never moved that ten to the tens place. You'll also see children add the regrouped ten twice, getting 53 instead of 42. Another frequent mistake is rewriting the ones digit incorrectly; a child might regroup correctly but write down 2 + 1 = 3 instead of keeping just the 2 in the ones place. Watch for hesitation or erasing in the ones column—that's often a sign they sense something is wrong but don't know why.
Ask your child to build addition problems using real objects: 27 pennies plus 15 pennies. Have them group pennies into piles of ten as they combine them, physically seeing 2 tens + 1 ten + 1 new ten appear. After doing this hands-on version, solve the same problem on paper together, pointing out how the regrouping matches what happened with the pennies. This concrete-to-abstract bridge helps children stop seeing regrouping as a mysterious rule and start seeing it as a description of what's actually happening with groups of ten.