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§ Place Value

Tens & Ones

CCSS.1.NBT.2CCSS.2.NBT.13 min read

Teaching place value with tens and ones forms the foundation of all number work in Year 2, yet many pupils struggle to grasp that the digit 3 in 34 represents 30, not just 3. This concept underpins addition, subtraction, and number sense throughout primary school.

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§ 01

Why it matters

Understanding tens and ones connects directly to money skills that pupils use daily—recognising that £34 means 3 ten-pound notes plus 4 pound coins. This place value knowledge becomes essential when children tackle two-digit addition problems like 25 + 18, where they must understand that 2 represents 20, not just 2. In real-world contexts, pupils apply this understanding when counting classroom equipment (bundling 10 pencils together), organising sports day teams (groups of 10 children), or calculating bus fares (£1.50 = 1 pound and 5 ten-pence coins). The UK National Curriculum specifically requires Year 2 pupils to recognise place value in two-digit numbers, making this topic crucial for SATs preparation and progression to Key Stage 2 mathematics.

§ 02

How to solve tens & ones

Place Value — Tens & Ones

  • In a two-digit number, the left digit = tens, the right digit = ones.
  • 34 = 3 tens + 4 ones = 30 + 4.
  • The value of a digit depends on its position.
  • Hundreds are to the left of tens: 245 = 2 hundreds + 4 tens + 5 ones.

Example: In 72: the 7 is worth 70 (7 tens), the 2 is worth 2 (2 ones).

§ 03

Worked examples

Beginner§ 01

You have 80 apples. How many bags of 10 can you fill?

Answer: 8

  1. Figure out how many groups of 10 fit in 80 80 ÷ 10 = 8 Divide by 10 to find the number of bags: 80 ÷ 10 = 8. Each bag holds exactly 10 apples.
  2. Check 8 × 10 = 80 ✓ 8 bags × 10 apples = 80 apples. All apples are bagged!
Easy§ 02

What number has 7 tens and 7 ones?

Answer: 77

  1. Each position has a value tens place = ×10, ones place = ×1 In our number system, each spot has a different value. The tens place is worth 10 times more than the ones place. Think of it like: tens are 'big' coins worth 10, and ones are 'small' coins worth 1.
  2. Multiply the tens: 7 × 10 7 × 10 = 70 7 tens means 7 groups of 10, which is 70.
  3. The ones are just themselves 7 × 1 = 7 The ones digit is 7. Each one is worth just 1.
  4. Add them together 70 + 7 = 77 Combine the tens and ones: 70 + 7 = 77. The number is 77!
Medium§ 03

Which digit is in the tens place of 34?

Answer: 3

  1. Look at the digits of 34 34 → 3 and 4 The number 34 has two digits. In a two-digit number, the LEFT digit is always the tens and the RIGHT digit is always the ones.
  2. Identify the tens digit 3 The tens digit is 3 (the left digit). It's worth 30. The ones digit is 4 (the right digit), worth just 4.
§ 04

Common mistakes

  • Pupils often confuse digit position, writing that 42 has 2 tens and 4 ones instead of 4 tens and 2 ones, mixing up left and right positions.
  • When asked for the value of 6 in 63, students frequently answer 6 instead of 60, forgetting that position determines value.
  • Children commonly add place values incorrectly, calculating 5 tens + 3 ones as 53 instead of recognising this already equals 53.
  • Many pupils struggle with expanded form, writing 84 as 8 + 4 instead of 80 + 4, omitting the tens value entirely.
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§ 05

Frequently asked questions

How do I help Year 2 pupils visualise tens and ones?
Use physical manipulatives like base-10 blocks, bundled lollipop sticks, or ten frames. Bundle 10 counting objects together with elastic bands, then show how 34 means 3 bundles plus 4 loose objects. Coin activities work brilliantly—use 10p and 1p coins to build numbers.
What's the difference between digit value and place value?
In the number 47, the digit 4 has a digit value of 4, but its place value is 40 (4 tens). The digit represents its face value, whilst place value shows what it's actually worth in that position. This distinction helps prevent common calculation errors.
Why do some pupils find expanded form difficult?
Pupils often write 25 as 2 + 5 instead of 20 + 5 because they focus on individual digits rather than positional value. Explicitly teach that the first digit must be multiplied by 10 in two-digit numbers. Practice with money helps—£25 = £20 + £5.
How does tens and ones link to three-digit numbers?
The pattern extends logically: hundreds, tens, ones from left to right. In 345, we have 3 hundreds (300), 4 tens (40), and 5 ones (5). Building this foundation in Year 2 prevents confusion when pupils encounter larger numbers in Year 3.
Which concrete resources work best for place value?
Base-10 blocks (longs and units), place value charts, and bundled straws prove most effective. Coin combinations using 10p and 1p pieces provide real-world context. Avoid resources that don't clearly show the ten-to-one relationship, such as random counters without grouping.
§ 06

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