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Primary Maths · Year 1Chapter 2 · Adding and subtracting within 10
Year 1 · Chapter 2

Year 1 Adding and Subtracting within 10: worked examples and questions with answers

By the end of this chapter you will be able to

  • Put groups together and count on to add
  • Take away and count back to subtract
  • Use the part-whole model and number bonds to 10
  • Read and write + , − and = number sentences
  • Write a fact family from three numbers
  • Find a missing number in a sentence
  • Use zero when adding and taking away
  • Solve one-step problems with pictures

You should already know

  • Counting and the numbers 0 to 10 (Chapter 1)
  • One more and one less (Chapter 1)
  • Comparing groups (Chapter 1)

Where this leads

  • Adding and subtracting within 20 (Year 1 Chapter 5)
  • Numbers to 20 (Year 1 Chapter 4)

National Curriculum for England, Key Stage 1 mathematics, Year 1. Content: Part-whole model and number bonds within 10, Read, write and interpret statements with + , − and =, Add by counting on, Subtract by taking away and counting back, Related facts (fact families), Missing numbers such as 7 = [ ] − 2, Zero in addition and subtraction, One-step problems with objects and pictures.

Printable worksheets. Every lesson in this chapter has a free worksheet and an answer sheet to download and print.

Exercise P  Do you remember?

Non-calculator
1
FCount on from 4. What are the next two numbers?
01234??78910
2
FWrite the word “eight” as a numeral.
3
FWhat number is one less than 7?
012345?78910
4
FWhich group has fewer: A or B?
A
B
5
FPut these numbers in order, smallest first: 9, 3, 6
012345678910
2.1

Putting groups together: add

Year 1
Add by counting on, Read and write + and = statements

Printable: Worksheet (PDF) · Answers (PDF) · Open this lesson on its own page

Video lesson: Putting groups together: addComing soon
A playground full of things to count.

When we put groups together, we add. The + sign means add. The = sign shows the total.

Look at these apples and stars. There are 3 apples and 4 stars. Altogether there are 7 things.

Put the apples and the stars together. 3 + 4 = 7
347
The same story as a bar model: 3 and 4 make 7.

Key ideas

  • + means add, or put together.
  • = means the total is the answer.
  • Count on: start at the bigger number, then count on the smaller number.
  • You can add in any order: 3 + 4 and 4 + 3 both make 7.
Worked example 2.1.1
Mei has 5 red sweets. She gets 2 more sweets. How many sweets does she have now?

Key words. To add is to put groups together. Count on means keep going up from a number.

Method. Start at the bigger number, then count on the smaller number.

  1. Start at the bigger number, 5. It is quicker to start with the bigger number.
    Start: 5
  2. Count on 2 more. Say one number for each step on.
    5, then 6, 7
  3. Write the total. The last number you say is the total.
    7

Check. Count all 7 things one at a time. You get 7 again. ✓

Watch out. Do not say the starting number again. Start with the next number after it.

Worked example 2.1.2
What is 2 + 6? Start at the bigger number.
012345678910

Key words. To add is to put groups together. Count on means keep going up from a number.

Method. Start at the bigger number, then count on the smaller number.

  1. Start at the bigger number, 6. It is quicker to start with the bigger number.
    Start: 6
  2. Count on 2 more. Say one number for each step on.
    6, then 7, 8
  3. Write the total. The last number you say is the total.
    8

Check. Count all 8 things one at a time. You get 8 again. ✓

Watch out. Do not say the starting number again. Start with the next number after it.

Worked example 2.1.3
Write the number sentence for these: 2 balls and 5 apples.

Key words. The + sign means add. The = sign means the answer is.

Method. Count each group. Then join them with a + sign and write the total after an = sign.

  1. Count the first group. Say how many there are.
    2
  2. Count the second group. Say how many there are in the other group.
    5
  3. Join the groups with the + sign. The + sign shows that we put them together.
    2 + 5
  4. Write the whole sentence. The = sign comes before the total.
    2 + 5 = 7

Check. Count all the things in both groups: 7. ✓

Watch out. Put the + sign between the two groups, and the = sign before the total.

Watch out

Watch out: start at the bigger number. For 2 + 7, start at 7 and count on 2: 8, 9. It is quicker than starting at 2.

Exam tip

Grown-up tip. Use two groups of buttons or pasta shapes. Put them together and count all of them. Then ask your child to start at the bigger group and count on the smaller one. Say the sum out loud: “Three add four makes seven.”

Exercise 2A  Putting groups together

Non-calculator
1
FWhat is 3 + 2?
2
FWhat is 1 + 6?
3
FAdd these. Start at the bigger number each time.
(a)2 + 5
(b)6 + 3
(c)4 + 1
4
FHow many apples are there altogether?
5
FHow many things are there altogether?
6
FWrite the number sentence for the picture.
7
FStart at 5 on the number line. Count on 4 steps. Where do you land?
012345678910
8
PSRavi has 2 red sweets and 6 green sweets. How many sweets does Ravi have altogether?
9
FRead this number sentence, then say it in words: 5 + 2 = 7
10
RWhich is quicker to count on: 2 + 8 or 8 + 2? Explain why.
11
RZara says that 3 + 4 is the same as 4 + 3. Is she right? Explain how you know.
2.2

Taking away and counting back: subtract

Year 1
Subtract by taking away and counting back, Read and write − statements

Printable: Worksheet (PDF) · Answers (PDF) · Open this lesson on its own page

Video lesson: Taking away and counting back: subtractComing soon
A shop with things to count and take away.

Subtract means take away. The − sign means take away.

Here are 7 balls. Cross out 2 balls, because they are taken away. Now count the balls that are left. There are 5.

Seven balls. Two are crossed out. Five are left. 7 − 2 = 5

Key ideas

  • − means take away.
  • Start with the whole number, then take away the part that goes.
  • Counting back: start at the bigger number and count back one step at a time.
  • The answer is the number of things that are left.
Worked example 2.2.1
Ali has 6 stickers. He gives 2 stickers away. How many stickers are left?

Key words. Take away means remove some. The − sign means take away.

Method. Start with all the things. Cross out the ones taken away, then count what is left.

  1. Start with all the things. Count the whole group first.
    Start: 6
  2. Take away (cross out) the ones that go. Taking away means removing some.
    6 − 2
  3. Count what is left. Count only the things that are not crossed out.
    4 left
  4. Write the answer.
    4

Check. Add back what you took away: 4 + 2 = 6. ✓

Watch out. Count only the things that are left. Do not count the crossed-out ones.

Worked example 2.2.2
What is 8 − 3? Start at 8 and count back on the number line.
012345678910

Key words. To count back is to go down one number at a time.

Method. Start at the bigger number. Count back one at a time. The number you land on is the answer.

  1. Start at 8 on the number line. Put your finger on the start number.
    Start: 8
  2. Count back 3. Each step back is one less than the number before.
    7, 6, 5
  3. Write the number you land on. The last number you say is the answer.
    5

Check. Count on from 5 to 8: that is 3 steps. ✓

Watch out. Do not count the starting number as your first step back.

Worked example 2.2.3
There are 10 cubes. 6 cubes are taken away. Write the number sentence for the cubes that are left.

Key words. The − sign means take away. The answer is after the = sign.

Method. Start with the whole. Take away the part that goes. Write the sentence.

  1. Start with the whole. Count everything at the start.
    Start: 10
  2. Take away the part that goes. The − sign means take away.
    10 − 6
  3. Count what is left and write the sentence. The answer goes after the = sign.
    10 − 6 = 4
  4. Write the answer.
    10 − 6 = 4

Check. Add back to check: 4 + 6 = 10. ✓

Watch out. The sign is a minus, not a plus. Taking away makes the number smaller.

Watch out

Watch out: count back from the first number. For 8 − 3, start at 8 and count back 3: 7, 6, 5. Do not start at 3.

Exam tip

Grown-up tip. Use buttons or toy cars. Ask: “You had 6. You gave 2 away. How many are left?” Let your child say the sentence: “Six take away two leaves four.”

Exercise 2B  Taking away and counting back

Non-calculator
1
FWhat is 5 − 2?
2
FWhat is 7 − 4?
3
FWhat is 10 − 6?
4
FCount back to take away. Work out each one.
(a)9 − 3
(b)8 − 5
(c)6 − 1
5
FCross out 3 balls. How many balls are left?
6
FCross out 4 apples. How many apples are left?
7
FStart at 9 on the number line. Count back 2 steps. Where do you land?
012345678910
8
PSMia has 8 star stickers. She gives 5 to a friend. How many stickers does Mia have left?
9
PSTom has 6 sweets. He eats 2 of them. Write the number sentence.
10
FWhat does this sentence tell us? Write it in words: 6 − 1 = 5
11
ROliver counts back from 6: 5, 4, 3, 2. He says 6 − 4 = 2. Is he right? Explain how you know.
012345678910
2.3

Part-whole and number bonds

Year 1
Part-whole model, Number bonds within 10

Printable: Worksheet (PDF) · Answers (PDF) · Open this lesson on its own page

Video lesson: Part-whole and number bondsComing soon
A garden full of things to count.

A part-whole model shows how a whole is made of parts. The big circle at the top is the whole. The two small circles are the parts.

The two parts put together make the whole. If you take one part away from the whole, the other part is left.

Two numbers that make a total are called a number bond. Here, 3 and 4 are a number bond to 7.

734
The whole is 7. The parts are 3 and 4.

Key ideas

  • The whole is the big number at the top.
  • The parts are the two smaller numbers below.
  • Parts put together make the whole: 3 + 4 = 7.
  • The whole take away one part leaves the other part: 7 − 3 = 4.
  • A number bond to 10 is two numbers that make 10, such as 6 and 4.
Worked example 2.3.1
The whole is 8. One part is 5. What is the other part?
85?

Key words. A missing number is shown by a box. Find the number that makes the sentence true.

Method. Start at 5. Count on until you reach 8. The number of counts is the missing number.

  1. Start at 5, the number we know. Put your finger on it.
    Start: 5
  2. Count on to 8. Say each number as you count on.
    6, 7, 8
  3. Count how many numbers you said. That many is the missing number.
    3 numbers
  4. Write the missing number.
    3

Check. 5 + 3 = 8. ✓

Watch out. Count the numbers after 5, not 5 itself.

Worked example 2.3.2
Here are 6 red counters on a ten frame. How many more counters make 10?

Key words. A missing number is shown by a box. Find the number that makes the sentence true.

Method. Start at 6. Count on until you reach 10. The number of counts is the missing number.

  1. Start at 6, the number we know. Put your finger on it.
    Start: 6
  2. Count on to 10. Say each number as you count on.
    7, 8, 9, 10
  3. Count how many numbers you said. That many is the missing number.
    4 numbers
  4. Write the missing number.
    4

Check. 6 + 4 = 10. ✓

Watch out. Count the numbers after 6, not 6 itself.

Worked example 2.3.3
Here are 4 red and 5 green counters. How many counters are there altogether?

Key words. To add is to put groups together. Count on means keep going up from a number.

Method. Start at the bigger number, then count on the smaller number.

  1. Start at the bigger number, 5. It is quicker to start with the bigger number.
    Start: 5
  2. Count on 4 more. Say one number for each step on.
    5, then 6, 7, 8, 9
  3. Write the total. The last number you say is the total.
    9

Check. Count all 9 things one at a time. You get 9 again. ✓

Watch out. Do not say the starting number again. Start with the next number after it.

Watch out

Watch out: a part is always smaller than the whole. If the whole is 8 and one part is 5, the other part is 3, not 13. Count on from the part you know until you reach the whole.

Exam tip

Grown-up tip. Draw a circle on paper for the whole and two circles for the parts. Hide some small toys in one hand and ask: “I have 10 toys. I can see 6. How many are hidden?” Then check by counting.

Exercise 2C  Part-whole and number bonds

Non-calculator
1
FThe whole is 5. One part is 2. What is the other part?
52?
2
FThe whole is 9. One part is 4. What is the other part?
94?
3
FThe ten frame has 7 red counters. How many more counters make 10?
4
FHow many counters are there altogether?
5
FWhich number goes with each one to make 10?
(a)3 and ? make 10
(b)6 and ? make 10
(c)8 and ? make 10
6
FThe whole is 8. One part is 3. Find the missing part.
83?
7
FThe whole is 6. One part is 2. Find the missing part.
62?
8
PSPriya has 10 stickers. 4 are stars and the rest are hearts. How many hearts does she have?
9
PSLeo has 9 marbles. 5 are blue and the rest are green. How many marbles are green?
10
PSSam has 7 cubes. 2 are red and the rest are blue. How many cubes are blue?
11
RRavi says that 3 and 5 make 9. Is he right? Explain how you know.
2.4

Fact families: related facts

Year 1
Related facts (fact families), Read and write + and − statements

Printable: Worksheet (PDF) · Answers (PDF) · Open this lesson on its own page

Video lesson: Fact families: related factsComing soon
A classroom with things to count.

A fact family is a set of number sentences that use the same three numbers.

Look at the numbers 3, 4 and 7. We can make four sentences: 3 + 4 = 7 and 4 + 3 = 7. Then 7 − 3 = 4 and 7 − 4 = 3.

The biggest number, 7, is the whole. It is the total in the addition sentences, and it starts the subtraction sentences.

734
The fact family house: 7 on the roof, with 3 and 4 inside the house.

Key ideas

  • A fact family uses the same three numbers.
  • Swap the two parts round for the second addition sentence.
  • Take each part away from the whole for the two subtraction sentences.
  • The whole is always the biggest number.
Worked example 2.4.1
Write all four number sentences for the family of 2, 5 and 7.
725

Key words. A fact family is a set of sentences that use the same three numbers.

Method. Use the same three numbers. Swap the parts for the second addition. Take each part away from the whole for the subtractions.

  1. Find the whole and the two parts. The whole is the biggest number.
    Whole 7, parts 2 and 5
  2. Write the two addition sentences. Swap the parts round for the second one.
    2 + 5 = 7 and 5 + 2 = 7
  3. Write the two subtraction sentences. Take each part away from the whole.
    7 − 2 = 5 and 7 − 5 = 2
  4. Write the whole family.
    2 + 5 = 7, 5 + 2 = 7, 7 − 2 = 5, 7 − 5 = 2

Check. Check: 2 + 5 = 7 and 7 − 5 = 2. ✓

Watch out. In a subtraction sentence the whole always comes first.

Worked example 2.4.2
Write the two subtraction sentences for the family of 4, 5 and 9.
945

Key words. The whole is the total. The parts are the two numbers that make it.

Method. Take each part away from the whole. Each part gives one subtraction sentence.

  1. Find the whole. The whole is the biggest number.
    Whole: 9
  2. Take away 4. Taking away the first part leaves the second part.
    9 − 4 = 5
  3. Take away 5. Taking away the second part leaves the first part.
    9 − 5 = 4
  4. Write both sentences.
    9 − 4 = 5 and 9 − 5 = 4

Check. Check: 5 + 4 = 9. ✓

Watch out. Keep the whole at the front of each subtraction sentence.

Worked example 2.4.3
Write the other addition sentence in the family: 3 + 6 = 9.
936

Key words. Swapping means changing the order of the numbers.

Method. Swap the two parts round. The total stays the same.

  1. Write the first sentence. Start with the sentence we know.
    3 + 6 = 9
  2. Swap the two parts. Adding can be done in either order.
    6 + 3
  3. Check the total. Swapping the parts does not change the total.
    6 + 3 = 9
  4. Write the answer.
    6 + 3 = 9

Check. Count on from 6 by 3 to check: 9. ✓

Watch out. Swap the numbers, but keep the total the same.

Watch out

Watch out: in a subtraction sentence, the whole comes first. Write 7 − 3 = 4, not 3 − 7 = 4.

Exam tip

Grown-up tip. Use three number cards: 3, 4 and 7. Lay them out like the fact family house. Ask: “What sentences can you make with these numbers?” Let your child read each sentence out loud.

Exercise 2D  Fact families

Non-calculator
1
FWrite the other addition sentence in this family: 4 + 2 = 6
642
2
FWrite all four number sentences for the family of 3, 5 and 8.
835
3
FMei has 4 red beads and 5 blue beads. Write the addition sentence.
4
FThere are 10 cubes. Take away 4. 6 are left. Write the subtraction sentence.
5
FWrite both subtraction sentences for the family of 2, 3 and 5.
523
6
FWrite the four number sentences for this fact family house.
624
7
PSTom writes 3 + 4 = 8. Is he right? Explain how you know.
8
PSPriya has 1 red sweet and 6 green sweets. She has 7 sweets in all. Write all four number sentences for her sweets.
9
RWhich one is not in the family of 3, 4 and 7?
3 + 4 = 7   4 + 3 = 7   7 − 3 = 4   7 + 4 = 11
734
10
RExplain why 5 + 2 = 7 and 7 − 5 = 2 are in the same family.
725
2.5

Missing numbers

Year 1
Missing numbers such as 7 = [ ] − 2, Use the whole and the parts to find a missing number

Printable: Worksheet (PDF) · Answers (PDF) · Open this lesson on its own page

Video lesson: Missing numbersComing soon
A park with a missing number to find.

Sometimes a number is missing. We show the missing number with a box: ?.

The sentence 4 + ? = 9 asks: what number do we add to 4 to make 9? Start at 4 and count on until you reach 9. You count 5 steps, so the missing number is 5.

The box can be on the left, in the middle or on the right of the = sign. The sentence must still be true.

012345678910
Start at 4. Count on 5 steps to reach 9.

Key ideas

  • A box means a missing number. Find the number that makes the sentence true.
  • Count on to find a missing number in an addition sentence.
  • Count back to find a missing number in a subtraction sentence.
  • Check your answer by putting it back in the sentence.
Worked example 2.5.1
6 + ? = 10. What number goes in the box?

Key words. A missing number is shown by a box. Find the number that makes the sentence true.

Method. Start at 6. Count on until you reach 10. The number of counts is the missing number.

  1. Start at 6, the number we know. Put your finger on it.
    Start: 6
  2. Count on to 10. Say each number as you count on.
    7, 8, 9, 10
  3. Count how many numbers you said. That many is the missing number.
    4 numbers
  4. Write the missing number.
    4

Check. 6 + 4 = 10. ✓

Watch out. Count the numbers after 6, not 6 itself.

Worked example 2.5.2
? − 2 = 5. What number goes in the box?
0123456?8910

Key words. Adding undoes taking away.

Method. Undo the take away. Put back the number that was taken away.

  1. Look at the answer, 5. The answer is what is left after taking away.
    Answer: 5
  2. Add 2 back on. Adding undoes taking away.
    5 + 2 = 7
  3. Write the missing number.
    7

Check. 7 − 2 = 5. ✓

Watch out. Do not take the number away again. Put it back on instead.

Worked example 2.5.3
8 − ? = 3. What number goes in the box?
01234?678910

Key words. The box is the number we take away.

Method. Start at 8. Count back until you reach 3. The number of steps is the missing number.

  1. Start at 8. That is the number we begin with.
    Start: 8
  2. Count back to 3. Each step back takes one away.
    7, 6, 5, 4, 3
  3. Count how many steps you took. The steps are the number taken away.
    5 steps
  4. Write the missing number.
    5

Check. 8 − 5 = 3. ✓

Watch out. Count the steps back. Do not count the number you start from.

Watch out

Watch out: a box on the left is still a missing number. Check your answer: 6 + 4 = 10 is true.

Exam tip

Grown-up tip. Put 6 counters on the table and ask: “How many more do we need to make 10?” Let your child add the counters one at a time, then write the sentence together.

Exercise 2E  Missing numbers

Non-calculator
1
F2 + ? = 5
01234?678910
2
F? + 3 = 7
0123456?8910
3
F5 − ? = 2
01?345678910
4
F? − 2 = 6
01234567?910
5
F7 = ? − 2
012345678?10
6
FThere are 8 balls. 5 are red. The rest are blue. Write the missing number: 5 + ? = 8
85?
7
FPriya has 6 stars. She gives some away and has 2 left. Write the missing number: 6 − ? = 2
8
PSAli says: ? + 4 = 9, so the missing number is 4. Is he right? Explain how you know.
012345678?10
9
FTrue or false? 4 + 3 = 8
10
FMake the sentence true: 9 − ? = 4
0123?5678910
11
RFind two different missing numbers: ? + ? = 6. Explain your answer.
2.6

Zero and one-step problems

Year 1
Zero, One-step problems with objects and pictures

Printable: Worksheet (PDF) · Answers (PDF) · Open this lesson on its own page

Video lesson: Zero and one-step problemsComing soon
A bus stop with people waiting.

Zero means none. We write it as 0. It can be tricky when we add or take away.

Add zero: 5 + 0 = 5. Nothing is added, so 5 stays 5.

Take away zero: 5 − 0 = 5. Nothing is taken away, so 5 stays 5.

Take away all: 5 − 5 = 0. Nothing is left.

A one-step problem is a short story with one sum to work out. First, decide: are things joining together, or going away? Then write one number sentence.

Four cubes and no more cubes. 4 + 0 = 4

Key ideas

  • Zero means none.
  • Adding zero does not change the number.
  • Taking away zero does not change the number.
  • Taking away all of them leaves zero.
  • In a story, ask: are things joining together, or going away?
Worked example 2.6.1
What is 5 + 0?

Key words. Zero means none at all. We write it as 0.

Method. Adding zero means adding nothing, so the number stays the same.

  1. Start with 5. This is the number we begin with.
    5
  2. Add zero. Nothing is added. Zero means none, so no new things are counted.
    5 + 0
  3. Write the answer. The total is the same as the start.
    5

Check. Count 5 things and add none. You still have 5. ✓

Watch out. Zero means none. Do not change the number when you add zero.

Worked example 2.6.2
What is 5 − 5?

Key words. When nothing is left, the answer is zero, which we write as 0.

Method. Taking away all of the things leaves none.

  1. Start with 5. This is the number we begin with.
    5
  2. Take away all 5. Every thing goes.
    5 − 5
  3. Count what is left. Nothing is left.
    Nothing left
  4. Write the answer. Zero means none.
    0

Check. Add back 5 to zero: 0 + 5 = 5. ✓

Watch out. When you take away all of them, the answer is 0, not the number you started with.

Worked example 2.6.3
There are 7 children on the swing. 3 children jump off. How many children are still on the swing?

Key words. Take away means some things go away. The − sign shows it.

Method. Read the story. Decide if we add or take away. Then write one number sentence.

  1. Find the two numbers in the story. Start with the number we had.
    7 and 3
  2. Decide: add or take away? Things going away means take away.
    Going away, so we take away
  3. Write the number sentence. The sentence shows the story.
    7 − 3 = 4
  4. Write the answer. Say what the number is for.
    4 children

Check. Add back the 3 that went: 4 + 3 = 7. ✓

Watch out. Start with the number you had at the beginning, not the number that went away.

Watch out

Watch out: when you take away all of them, the answer is 0, not the number you started with. 5 − 5 = 0.

Exam tip

Grown-up tip. Use a bag with 5 buttons. Take all 5 out and ask: “How many are left in the bag?” Then take none out and ask again. Zero is the answer when nothing is left.

Exercise 2F  Zero and one-step problems

Non-calculator
1
FWhat is 6 + 0?
2
FWhat is 0 + 8?
3
FWhat is 4 − 0?
4
FWhat is 7 − 7?
5
FWork out each one.
(a)0 + 6
(b)3 + 0
(c)8 − 0
6
FFour cubes and no more cubes. How many cubes altogether?
7
PSRavi has 0 stickers. He gets 4 more. How many stickers does Ravi have now?
8
PSThere are 9 birds on a wall. 2 birds fly away. How many birds are left?
9
PSChloe has 6 beads. She adds 3 more beads to her string. How many beads does she have now?
10
PSThere are 10 children at the park. 4 children go home. How many children are left at the park?
11
RLeo says: 5 − 5 is 5, because nothing is taken away. Is he right? Explain how you know.

Chapter summary

SkillMethod
Add (put together)Start at the bigger number and count on the smaller number. 5 + 2 = 7.
Subtract (take away)Start with the whole, take away, then count what is left. Or count back: 8 − 3 = 5.
Part-whole and number bondsThe parts add up to the whole. 3 and 7 are a number bond to 10: 3 + 7 = 10.
Fact familiesUse the same three numbers to make two addition and two subtraction sentences.
Missing numbersFind the number that makes the sentence true. Count on or count back.
ZeroAdding zero or taking away zero leaves the number. Taking away all of them leaves 0.

Can you…?

  • I can put groups together and count on to add
  • I can take away and count back to subtract
  • I can use the part-whole model and number bonds to 10
  • I can read and write + , − and = number sentences
  • I can write a fact family from three numbers
  • I can find a missing number in a sentence
  • I can use zero when adding and taking away
  • I can solve a one-step problem with pictures

Key terms

add
to put groups together, or to make a total bigger
subtract
to take away, or to find how many are left
count on
start at one number and keep going up, one step at a time
count back
start at one number and go down, one step at a time
whole
the total, which the parts make together
part
one of the smaller numbers that make up the whole
number bond
two numbers that make a total, such as 3 and 7 make 10
fact family
number sentences that use the same three numbers
missing number
a number we need to find, shown with a box
zero
none at all; written as 0

Exercise 2Z  Check-up

Non-calculator
1
What is 4 + 3?
2
What is 9 − 5?
3
Cross out 2 stars. How many stars are left?
4
The whole is 10. One part is 6. What is the other part?
106?
5
Write the number sentence for these apples: 3 apples and 5 apples.
6
Write the missing number: 6 + ? = 9
012345678?10
7
Write the missing number: 8 = ? − 2
0123456789?
8
What is 0 + 5?
9
Noah has 7 cars. He gives 3 away. How many cars are left?
10
Write all four number sentences for the family of 2, 7 and 9.
927

Total 14 marks. Allow about 14 minutes.

Exercise 2X  End-of-chapter quiz

Non-calculator
1
FWhat is 2 + 6?[1 mark]
2
FWhat is 10 − 3?[1 mark]
3
FHow many things are there altogether?[1 mark]
4
FThere are 5 apples. 2 apples are taken away. Write the number sentence.[1 mark]
5
FFind the missing number: 4 + ? = 10[1 mark]
6
FFind the missing number: ? − 3 = 4[2 marks]
0123456?8910
7
FWrite all four number sentences for the family of 3, 4 and 7.[2 marks]
734
8
RTom says 4 + 3 = 6. Is he right? Explain how you know.[2 marks]
9
PSSam has 3 stickers. He gets 4 more. How many stickers does Sam have now?[1 mark]
10
PSThere are 9 ducks on the pond. 4 ducks fly away. How many ducks are left? Write the answer and the number sentence.[2 marks]

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