Multiplication hiding in cricket overs

Quick answer

Learning outcome

• You can count how many balls are in 1, 2, 3, or more overs
• You can multiply any number by 6 to find the total balls
• You can solve problems about cricket balls using multiplication
• You can explain how 6 x 4 means 4 overs with 6 balls each

Why this matters

How it works

• 1 over = 6 balls
• 2 overs = 12 balls
• 3 overs = 18 balls
• 4 overs = 24 balls
• 5 overs = 30 balls

• 1 group of 6 = 6
• 2 groups of 6 = 12
• 3 groups of 6 = 18
• 4 groups of 6 = 24
• 5 groups of 6 = 30

• 6 + 6 = 12
• 6 + 6 + 6 = 18
• 6 + 6 + 6 + 6 = 24
• 6 + 6 + 6 + 6 + 6 = 30

Examples you can see

• 3 overs = 3 × 6 balls = 18 balls
• 3 groups of 6 = 6 + 6 + 6 = 18

• 5 overs = 5 × 6 balls = 30 balls
• 5 groups of 6 = 6 + 6 + 6 + 6 + 6 = 30

• 8 overs = 8 × 6 balls = 48 balls
• 8 groups of 6 = 6 + 6 + 6 + 6 + 6 + 6 + 6 + 6 = 48

• 4 people × 2 overs each = 8 overs
• 8 overs = 8 × 6 balls = 48 balls

Try it as a mini adventure

• 10 overs = 10 × 6 = 60 balls

• Match 1: 12 overs = 12 × 6 = 72 balls
• Match 2: 8 overs = 8 × 6 = 48 balls
• Match 3: 15 overs = 15 × 6 = 90 balls

• 72 + 48 + 90 = 210 balls

• 6 teams × 5 overs each = 30 overs
• 30 overs = 30 × 6 = 180 balls

• 6 teams × 7 overs each = 42 overs
• 42 overs = 42 × 6 = 252 balls

Common mistakes

• Mistake: Thinking 6 × 7 = 42, but then saying it's 7 × 6 = 42 too
  Why it happens: Confusing the order of multiplication
  Fix: Remember that 6 × 7 means 7 groups of 6, and 7 × 6 means 6 groups of 7. They both equal 42, but the groups are different
• Mistake: Counting 6 balls for 1 over, but then adding 1 more ball for each extra over
  Why it happens: Not understanding that each over is always 6 balls
  Fix: Remember that 1 over = 6 balls, so 2 overs = 12 balls, 3 overs = 18 balls, etc.
• Mistake: Forgetting that 0 overs = 0 balls
  Why it happens: Thinking that 0 × 6 = 6
  Fix: Remember that 0 groups of anything = 0
• Mistake: Adding instead of multiplying when working with overs
  Why it happens: Not understanding that multiplication is repeated addition
  Fix: Think of it as groups: 5 overs = 5 groups of 6 balls

Parent and carer guide

• "Can you count how many balls are in 4 overs?"
• "What if we had 10 overs? How many balls would that be?"
• "Let's pretend we're counting balls in a cricket match!"
• "Can you show me how 3 × 6 works with your fingers?"

• It's normal for children to make mistakes at first
• Don't worry if they count instead of multiply at first
• They'll get faster with practice
• It's okay if they use their fingers or objects to help

• Use real cricket balls or counters to show groups of 6
• Draw arrays showing 6 rows with different numbers of balls
• Play a quick game: "I'll say a number of overs, you say how many balls"
• Use the cricket scoreboards from your local matches

Practice questions

1. How many balls are in 1 over?
2. How many balls are in 4 overs?
3. How many balls are in 7 overs?
4. How many balls are in 12 overs?
5. How many balls are in 0 overs?
6. How many balls are in 10 overs?
7. How many balls are in 3 overs?
8. How many balls are in 8 overs?

1. 6 balls
2. 24 balls
3. 42 balls
4. 72 balls
5. 0 balls
6. 60 balls
7. 18 balls
8. 48 balls

FAQ

What is a cricket over?

A cricket over is a set of six balls bowled by one player in a cricket match.

Why do cricket matches have 6 balls per over?

This is the traditional way cricket is played. It's part of the sport's rules and history.

Can I use this to learn other multiplication tables?

Yes! Once you understand how 6 × 4 works, you can use that same thinking for other multiplication problems.

What if I want to count balls in a cricket match?

You can count each over and multiply by 6. It's a fun way to practice your multiplication!

How does this help me in school?

It helps you understand multiplication as groups, which is the foundation for more advanced maths.