Place Value Activities That Make Tens and Ones Click

Many children can read “47” correctly and still not know what the 4 is worth. They know it is a “4” in the “tens place,” but they treat it as four of something, not four tens. Place value is the idea that a digit’s position decides its value, and it sits under almost everything that follows: adding with regrouping, subtracting across tens, rounding, decimals and money.

The good news is that place value is easy to teach with objects and quick games. This guide moves from concrete to abstract, so you can start wherever your child or class is right now.

The big idea in one sentence

We group in tens. Ten ones make one ten. Ten tens make one hundred. Ten hundreds make one thousand. Every place is worth ten times the place to its right.

Say it often, and say it with objects in hand. A child who has bundled ten sticks with a rubber band has felt what “one ten” means.

Activity 1: Bundle and count

You need: about 50 craft sticks, straws or dry beans, plus rubber bands or small cups.

1. Pour out a pile and ask, “How many do you think there are?” Let the child guess.
2. Count them out loud, and every time you reach ten, bundle that group with a rubber band.
3. Count the finished piles: “3 bundles of ten and 7 loose ones.”
4. Write it: 3 tens + 7 ones = 37.

Why it works: the child sees that 37 is not 3 and 7 side by side. It is three groups of ten plus seven more. Do this with several piles, and ask them to say each count two ways: “37” and “3 tens and 7 ones.”

Activity 2: Ten-frames for the “make ten” habit

A ten-frame is a 2 by 5 grid. Filling one with counters shows ten at a glance, and the empty squares show how far a number is from ten. Try the free ten-frame tool on a screen, or draw frames on paper.

• Show 7 counters. Ask, “How many more to fill the frame?” (3.)
• Show 13 as one full frame and a second frame with 3. Ask, “How many tens? How many ones?”
• Build 25 with two full frames and half of a third.

Children who can see ten as a single chunk find regrouping far less mysterious later, because they already think of numbers as tens plus extras.

Activity 3: Trade up at the bank

This is a trading game that needs two dice, a pile of loose ones (beans or paper squares) and a pile of “tens” (strips of paper or ten bundled beans).

1. Take turns rolling both dice and adding the total to your mat as ones.
2. Whenever you have ten ones, trade them in for one ten-strip. Say the trade out loud: “Ten ones make one ten.”
3. The first player to collect 5 tens wins.

The trade is the lesson. The child is doing regrouping with real objects before any worksheet asks for it. For older children, add a hundreds mat and play to 3 hundreds, which makes trading tens for a hundred feel just as natural.

Activity 4: Build it with the place value tool

Once objects feel comfortable, move to a visual model. The place value tool lets a child build a number with ones, tens and hundreds blocks and see the digits update.

Try these prompts:

• “Build 206. What is in the tens place? Why is that digit a zero?”
• “Show me 340 two different ways” (3 hundreds and 4 tens, or 2 hundreds and 14 tens).
• “Add one more ten. What changed and what stayed the same?”

The zero question is the most useful. A zero is a placeholder that says “no tens here,” and without it 206 would look like 26.

Activity 5: The printable place value chart

Print the free place value chart and keep it on the table. Write a number with one digit in each column, then ask:

• Which digit is worth the most?
• What is the value of the 5 in 352? (Fifty, not five.)
• If I move every digit one column left, what happens? (The number becomes ten times bigger.)

That last question is a gentle preview of multiplying by 10, and later of decimals. For quick reference, our glossary entry for place value gives a short definition you can read together.

Activity 6: Mystery number clues

Write clues and let the child find the number. Start easy:

• “I have 4 tens and 6 ones. What am I?”
• “I am between 50 and 60. My ones digit is 3. What am I?”
• “I have 7 tens. My ones digit is 0. What am I?”

Then swap roles, and have the child write clues for you. Writing a clue requires understanding the structure of a number from the inside, which is a deeper skill than reading one.

Common mistakes and quick fixes

Reading 15 as “51.” Teen numbers sound backwards in English (“fourteen” says the ones first). Build them on ten-frames: one full frame plus a few, and say “ten and four.”

Saying the 3 in 835 is worth 3. Ask for the value, not the digit. “How many of what?” gets you to “3 tens, which is 30.”

Dropping the zero. Write 3 hundreds and 5 ones as a number. Children often write 35. Show it on the place value chart with a zero in the tens column.

Mixing up the columns when adding. In 28 + 5, the 5 belongs with the 8, not the 2. Keep the chart or blocks nearby so the child can line up ones with ones.

How much practice is enough?

Short and often beats long and rare. Five to ten minutes of place value talk a few times a week works better than one long session. Mix concrete, visual and written work: bundle something, build it on the tool, then write it down.

When the child can explain a number in two ways without objects, try a few written questions. Our practice section has place value skills by grade with instant feedback, and the free worksheets include printable sets. Browse the place value topic page to see everything in one place.

Frequently asked questions

At what age should children understand place value?

Most children begin with tens and ones in kindergarten and Grade 1, work with hundreds in Grade 2 and extend to thousands and beyond in Grades 3 and 4. Understanding place value is gradual. If a child is older and still shaky, go back to bundles and ten-frames without embarrassment. They work at any age.

Why does my child get the right answer to 38 + 5 but cannot say what the 3 means?

Children can follow a counting routine without grasping the structure behind it. Ask them to show 38 with bundles or blocks, then add 5 and watch the trade happen. Linking the written number to groups of ten is what turns the procedure into understanding.

Is it okay to use fingers or counters?

Yes. Objects are a bridge, not a crutch. Most children move away from them naturally once the grouping idea feels solid. Pushing them to stop too early tends to lead to guessing and memorized rules that break down in later grades.