DragonBox matching sides maths mission
A practical mini-mission using matching sides to practise equivalence through questions, examples and child-friendly challenges.
Quick answer
DragonBox matching sides maths mission helps you learn about equivalence by finding pairs of shapes or numbers that are the same, even when they look different.
Learning outcome
By the end of this page, you will understand how to match sides or parts that are equal, and you will be able to use this skill to solve simple problems in maths and everyday life.
- You can find matching sides or equal parts in shapes
- You can tell when two things are the same even if they look different
- You can solve simple puzzles or problems using matching pairs
- You can use this skill to help with addition, subtraction, and fractions
Why this matters
Matching sides is a key part of learning maths. It helps you understand that equal parts can look different but still be the same. This skill is useful in many areas:
- When you are solving puzzles or games
- When you are sharing things fairly
- When you are working with shapes or patterns
- When you are learning about fractions and equal parts
DragonBox is a fun way to start thinking about equivalence, which is a big idea in maths. You’ll use this skill again and again as you grow up!
How it works
Matching sides means finding parts that are the same in size, shape, or value. Here’s how it works:
- Look at two shapes or groups
- Compare their sides or parts
- Find what is the same
- Use that to solve a problem
Let’s start with a simple example using shapes. If you have two triangles and one side of each triangle is the same length, then you can say those sides match!
Examples you can see
Here are some fun examples of matching sides:
Example 1: Shapes
You have a square and a rectangle. The square has sides of 5 cm. The rectangle has one side that is also 5 cm. These sides match!
| Shape | Side Length |
|---|---|
| Square | 5 cm |
| Rectangle | 5 cm |
Example 2: Numbers
Look at this problem:
5 + 3 = ?
What number makes this true?
5 + 3 = 8
So, 5 + 3 matches with 8.
Example 3: Real World
Imagine you and your friend are sharing 12 cookies. You both want the same amount. How many cookies does each person get?
12 ÷ 2 = 6
So, each person gets 6 cookies. These are equal parts – matching sides of sharing!
Try it as a mini adventure
Let’s go on a DragonBox matching sides mission!
You are a brave explorer in a magical land. You find a treasure chest, but it only opens when you match the sides of the lock with the right shapes.
Your first challenge:
- You see a triangle with one side of 6 cm
- You have a square with one side of 6 cm
- These sides match!
- Click the matching sides to unlock the chest
Now you find another lock. This one has two sides that are 4 cm long. What shape can you use to match it?
- Look for a shape with two sides of 4 cm
- It could be a rectangle or a square
- Match the sides to open the next chest
Keep matching and unlocking to find your treasure!
Common mistakes
- Mistake: Thinking that shapes must look the same to match
- Why it happens: You might only look at the shape and not the side length
- Fix: Always measure or count the sides to check if they are the same
- Mistake: Mixing up which numbers go together
- Why it happens: You might not understand that 5 + 3 = 8
- Fix: Use counters or drawings to help you see the match
- Mistake: Forgetting to check if both sides are equal
- Why it happens: You might be in a hurry or not paying attention
- Fix: Always double-check your answer by comparing both sides
Parent and carer guide
Helping your child with matching sides is easy and fun! Here’s how to support them in 5-10 minutes:
- Ask questions: “What do you notice about these two shapes?”
- Use real objects: Use blocks, toys, or drawings to show matching sides
- Play games: Try matching games or puzzles at home
- Be patient: It’s okay if they make mistakes – that’s how they learn
- Encourage: Praise their efforts and celebrate small wins
Remember, matching sides is not just about shapes – it’s about understanding that equal parts can look different. This is a key idea that will help them in many areas of maths.
Practice questions
- Which side of the rectangle matches the triangle if the triangle has a side of 7 cm?
- What number makes 4 + 5 = ? match 9?
- If you have 10 sweets and share them equally between 2 friends, how many does each friend get?
- Which shape has a side that matches 3 cm if one side of a square is 3 cm?
- What number makes 6 + 2 = ? match 8?
Answers
- A side of 7 cm
- 9
- 5 sweets
- A square or rectangle with a side of 3 cm
- 8
FAQ
What does "matching sides" mean?
It means finding parts that are the same size or value, even if they look different.
Why do we learn about matching sides?
It helps us understand that things can be equal even when they don’t look the same. This is useful in puzzles, sharing, and maths.
Can I use matching sides in games?
Yes! Many games use matching sides to help you solve puzzles or win points.
How can I practice matching sides at home?
You can use shapes, counters, or even food to practice. Try to find equal parts in everyday things!
Is matching sides the same as equality?
Yes! Matching sides is one way to show that two things are equal or the same.