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📊 Number Sentences and Bar Models

Write math like a sentence with +, −, and =! Then draw a bar model — a picture bar that splits a number into parts and helps you solve any little problem.

3
lessons
~30 min
to learn
🔢 Math
subject
Ages 6–12
level
Start the course →

What you’ll learn

  1. Writing a Number SentenceRead and write number sentences using +, −, and =, and know that both sides balance.A number sentence writes math in a line, like 3 + 2 = 5. The + sign means put together, − means take away, and = means 'is the same as.' A word story such as '4 ducks, 1 swims away' becomes 4 − 1 = 3. The = works like a see-saw: both sides must weigh the same.
  2. Meet the Bar ModelUse a bar model to split a whole into parts and find a missing part.A bar model is a rectangle that stands for the whole number, split into parts. A bar of 10 can be a part of 6 and a part of 4. If you know the whole is 10 and one part is 7, the empty space shows the missing part is 3. The parts always fill the whole bar.
  3. Solving with Bar ModelsDraw bar models to solve simple add and take-away word problems.Bar models help solve word problems. For '5 apples and 3 more,' the parts 5 and 3 make a whole of 8. For '9 grapes, eat 4,' the whole is 9, the eaten part is 4, and 5 are left. A bar model and a number sentence tell the same story — one drawn, one written.

Questions this course answers

What does the + sign tell you to do?

The + sign means put groups together to make more.

The story '4 ducks, 1 swims away' is written as...

One duck leaving means take away: 4 − 1 = 3.

Which number sentence is TRUE?

3 + 2 really equals 5, so both sides of the = balance.

A bar model for 10 has one part of 6. How big is the other part?

The parts must fill the whole 10, and 6 and 4 make 10.

The whole bar is 10 and one part is 8. The missing part is...

8 and 2 make 10, so the missing part is 2.

5 apples and 3 more picked. A bar model shows the whole is...

The two parts 5 and 3 make a whole bar of 8 apples.

Grounded in trusted sources

  • PBS Kids — early math
  • Khan Academy Kids
  • NAEYC — early math learning
  • Britannica Kids

Every Wunder lesson is built from real, reputable sources — never invented.

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