Mental Addition Strategies

Practise adding in your head using smart strategies — making tens and compensation — instead of the written method.

Grades 2–4 · strategy⚡ Mental math
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Strategies for adding in your head

Mental addition is not about adding faster the long way — it is about choosing a smarter path. Two strategies cover most cases:

  • Make the next ten: add up to a round number first. 47 + 6 → 47 + 3 = 50, then + 3 = 53.
  • Compensation: round one number, then adjust. 49 + 26 → 50 + 26 = 76, then take back the 1 = 75.

Both work because round numbers are easy to add. The skill is spotting which numbers are almost round.

Worked examples

Make the next ten58 + 7 — add 2 to reach 60, then 5 more: 60 + 5 = 65.
Compensation49 + 26 — treat 49 as 50: 50 + 26 = 76, then subtract the extra 1 = 75.
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Tips & common mistakes

Encourage your child to say the strategy out loud at first — “I’ll make 49 into 50” — so it becomes a habit rather than a guess. Mental math is a confidence builder: it shows that numbers can be rearranged to make work easier.

  • Forgetting to adjust back after rounding (the “take back the 1” step in compensation).
  • Trying to do the full written method in their head instead of using a strategy.
  • Rounding the wrong number — round the one that is closest to a ten.

Frequently asked questions

What is the make-ten strategy?

You add just enough to reach the next round ten, then add the rest. It turns an awkward sum into two easy ones.

What is compensation?

You round a number to something easier, add, then adjust by however much you rounded. 49 + 26 becomes 50 + 26 − 1.

What grade is mental addition for?

These strategies are introduced across grades 2–4 and stay useful for life.

Is mental math better than the written method?

Neither is better — they suit different problems. Mental strategies shine for near-round numbers; the written method handles anything.

How do I help at home?

Ask “can you make that a round number?” It nudges your child toward the strategy without giving the answer.

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