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Reception Maths · ReceptionChapter 4 · Making and splitting numbers
Reception Maths · Making and splitting numbers · Lesson 4.2

Reception Maths: Number bonds to 5

Part of the Reception Maths making and splitting numbers chapter. Chapter overview · whole chapter on one page

4.2

Number bonds to 5

Reception
Recall the pairs that make 5

Ella has 5 counters. Some are red and some are yellow.

A number bond is a pair of numbers that makes a whole. Here, 2 and 3 make 5. The pairs that make 5 are 0 and 5, 1 and 4, 2 and 3, 3 and 2, 4 and 1 and 5 and 0.

Five counters: 2 red and 3 yellow.

Key ideas

  • A number bond is two parts that make a whole.
  • The pairs that make 5 are: 0 and 5, 1 and 4, 2 and 3.
  • Turning the pair round does not change the total: 2 and 3, or 3 and 2.
Worked example 4.2.1
2 red counters and 3 yellow counters. How many counters altogether?

Key words. The whole is all of the things. The parts are the groups that make it.

Method. Put the two parts together, then count them all.

  1. Find the first part: 2. Start with the bigger part and count on.
    2
  2. Count on 3 more. Count on one at a time from the first part.
    2 + 3 = 5
  3. Write the answer. The total is the whole.
    5

Check. Count the whole group one at a time: 5. ✓

Watch out. Count on from the bigger part. The total is always bigger than either part.

Worked example 4.2.2
There are 5 counters. 4 are red. How many are yellow?

Key words. A missing part is the number we add to the known part to make the whole.

Method. The whole is 5. One part is 4. Find the other part.

  1. Start with the whole: 5. The whole has all the things.
    5
  2. Take away the part you know: 4. What is left is the other part.
    5 − 4 = 1
  3. Check by counting on. 4 and 1 must make 5.
    4 + 1 = 5
  4. Write the answer.
    1

Check. Count on from 4 to 5: 1 more. ✓

Watch out. Count on from the part you know, to reach the whole.

Worked example 4.2.3
What is 1 and 4 put together?

Key words. The whole is all of the things. The parts are the groups that make it.

Method. Put the two parts together, then count them all.

  1. Find the first part: 1. Start with the bigger part and count on.
    1
  2. Count on 4 more. Count on one at a time from the first part.
    1 + 4 = 5
  3. Write the answer. The total is the whole.
    5

Check. Count the whole group one at a time: 5. ✓

Watch out. Count on from the bigger part. The total is always bigger than either part.

Watch out

Watch out: 2 and 3 make 5, and 3 and 2 make 5. But 2 and 2 do not make 5.

Exam tip

Grown-up tip. Use five buttons. Ask your child to split them into two piles and say the two numbers. Then turn the piles round and say the pair again.

Exercise 4B  Bonds to 5

Non-calculator
1
F1 red counter and 4 yellow counters. How many counters altogether?
2
FThere are 5 counters. 3 are red. How many are yellow?
3
FWhat is 4 and 1 put together?
4
F2 and ? make 5. What is the missing number?
5
FWhat is 5 and 0 put together?
6
FWhich pair makes 5? Choose 2 and 2, or 2 and 3.
7
F? and 4 make 5. What is the missing number?
8
F1 and ? make 5. What is the missing number?
9
PSJack has 5 apples. He puts 4 in a bag. How many apples are not in the bag?
10
PSSam has 5 sweets. 2 are in his left pocket. How many are in his right pocket?
11
RElla says that 3 and 3 make 5. Is she right? Explain.
12
RList all the pairs that make 5.

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