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3-Digit Addition Worksheet for Kids

Adding two three-digit numbers requires children to work through the ones, tens, and hundreds columns in order and understand how a sum in one column can carry over into the next, a significant step up from single-digit addition. For ages six to eight, mastering this column-based process builds the procedural fluency needed for all future multi-digit arithmetic.

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Month 7: Foundational English Math Science | Ages 6-7

This is page 20 of the pack. Ages 6-7 · Grade 1Ages 6-7 · Year 2Ages 6-7 · Class 1Ages 6-7

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A maths pack with your child's name in it: pictures that explain, practice at three levels, puzzles and story sums about them. Print a new set whenever they finish.

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Curriculum

  • Addition > Addition Basics

How to use this worksheet

Look at the first addition problem together and identify the ones, tens, and hundreds columns before starting to solve. Have your child add the numbers in the ones column first, writing the result and carrying over a digit to the tens column if needed. Move to the tens column next, then the hundreds column, adding each in order and writing the digit for each place value. Continue through the remaining problems on the page, checking that your child is working through the columns in the correct order each time.

Materials needed

  • Pencil
  • Eraser

Extension activities

  • Create your own 3-digit addition problems using numbers from a phone number, address, or birthday.
  • Use manipulatives like base-ten blocks or bundled straws to visualize what's happening when a column carries over.
  • Play an addition card game, drawing two 3-digit number cards and solving the sum together as fast as possible.
  • Check answers using a different method, like estimation, to build confidence that the exact answer makes sense.
Hemsweta Jain (Teacher Cheena), founder of RaisoActive

Written by

Hemsweta Jain · Teacher Cheena

MBA and Early Childhood Educator, teaching since 2014 · Founder of RaisoActive, Mumbai

Every RaisoActive worksheet is designed and checked by the founder before publishing.

Published · Last reviewed

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