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This Addition No Regrouping drill has 40 problems for Grade 2. Space Explorers theme. Answer key included.
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Max found glowing crystals scattered across the alien planet! He must collect all coordinates before the spaceship launches.
Standard: CCSS.MATH.2.NBT.B.5
Addition without regrouping is a cornerstone skill that builds your child's confidence with two-digit numbers during a critical developmental window. At seven or eight years old, children are developing their ability to see numbers as groups of tens and ones—a foundational concept for all future math. When students master addition without regrouping (like 23 + 14), they practice keeping tens and ones separate, which trains their brain to organize information systematically. This skill connects directly to everyday situations: combining allowance amounts, tracking points in games, or counting supplies for a project. Unlike addition with regrouping, these problems let children focus purely on place value without the added complexity of carrying over, making success feel achievable and building the mental stamina they'll need for harder problems later.
The most common error is children treating two-digit addition like separate one-digit problems: they'll add 23 + 14 by calculating 2 + 1 = 3 and 3 + 4 = 7, writing 37. Watch for this by checking whether your child lines up numbers by place value and adds tens to tens, ones to ones. Another frequent mistake is reversing digits in the answer or adding down columns instead of across. If a child consistently gets answers like 32 instead of 23, they may not yet understand which column represents which place value.
Play a simple "store" game at home where your child uses small objects (coins, buttons, or blocks) grouped by tens and ones to add prices. For example, ask, "If one toy costs 12 cents and another costs 15 cents, how much money do we need together?" Have them arrange two groups of tens (one group of 10 and another group of 10) plus five loose items, then count. This tactile, visual experience mirrors exactly what happens on paper and helps cement why we keep tens and ones separate.