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Real World Maths

How maps turn journeys into maths adventures

Use routes, grids, distance, scale and direction in child-friendly journeys.

Quick answer

Maps help us turn real journeys into fun maths adventures by showing us directions, distances, and routes using numbers, shapes, and grids.

Learning outcome

By the end of this page, you will understand how to use maps to plan journeys, measure distances, and follow directions using maths skills like counting, addition, and simple navigation. Success signs:
  • You can read a simple map and find your way from one place to another
  • You can measure distances between two places using a scale
  • You can follow directions using compass points (north, south, east, west)
  • You can draw your own simple route on a grid map

Why this matters

Maps are full of maths! When you use a map to plan a journey, you're using maths to:
  • Count how many steps or minutes it takes to get somewhere
  • Measure distances using scales (like 1 cm = 1 km)
  • Follow directions using compass points
  • Work out the best route by comparing different paths
This maths helps you in real life when you're walking to school, planning a trip to the park, or playing a treasure hunt game. It also helps you when you're learning more advanced maths like coordinates and geometry later on.

How it works

Maps work like a puzzle with maths clues:
  1. Grids help us find places by using rows and columns (like a big table)
  2. Scale tells us how big things are on the map compared to real life
  3. Compass points show us which way is north, south, east, and west
  4. Routes are the paths we take from one place to another
Let's look at each of these one by one.

Examples you can see

Let's imagine you're planning a trip to the park. 1. Using a grid map
  • Look at a map with a grid (like a chess board)
  • Each square has a letter and number (like A1, B2)
  • To find the park, you might need to go: "3 squares right, then 2 squares up"
2. Using scale
  • On the map, 1 cm might equal 100 metres in real life
  • If the park is 3 cm away from your house on the map, it's 300 metres away
3. Following directions
  • Start at your house (north)
  • Walk 200 metres east
  • Turn left (south)
  • Walk 150 metres
  • You'll reach the park!

Try it as a mini adventure

Adventure: Treasure Hunt Map You're going on a treasure hunt in your garden! Here's how to create your own treasure map. Step 1: Draw a grid on paper (like a big piece of graph paper)
  • Each square is 1 metre
  • Put your house at the bottom left corner (A1)
Step 2: Mark where the treasure is
  • Start at your house (A1)
  • Go 3 squares right (A4)
  • Go 2 squares up (C4)
  • Put a treasure symbol there!
Step 3: Write the directions
  • Start at your house
  • Walk 3 metres east
  • Walk 2 metres north
  • Look for the treasure!
Step 4: Test your map with a friend or family member
  • They should be able to follow your directions
  • Check if the treasure is where you said it would be

Common mistakes

  • Mistake: Thinking that 1 cm on the map = 1 cm in real life Why it happens: Not reading the scale carefully Fix: Always look at the scale legend (like "1 cm = 50 metres")
  • Mistake: Confusing right and left when following directions Why it happens: Not understanding compass points or turning directions Fix: Practice turning with your hands or use a compass to help
  • Mistake: Not counting grid squares correctly Why it happens: Starting from the wrong corner or counting wrong Fix: Always start from the bottom left and count carefully

Parent and carer guide

Here's how to help your child with map maths:
  • Start simple: Use a map of your local area or even your own home
  • Ask questions: "How many steps do we need to walk?" or "Which direction is the park?"
  • Use real maps: Look at a bus map, a city map, or a park map together
  • Make it fun: Create a treasure hunt or play a "find the hidden object" game
  • Don't worry about errors: If they make a mistake, ask them to explain their thinking
  • Practice: Try walking a short route and counting steps or measuring with a ruler

Practice questions

  1. On a map with a scale of 1 cm = 200 metres, how far is 4 cm in real life?
  2. If you walk 3 squares right and 2 squares up from your starting point, where are you?
  3. What direction is opposite to north?
  4. On a grid map, if your house is at A1 and the park is at C3, how do you get there?
  5. Which compass point is between north and east?
Answers:
  1. 800 metres
  2. At square C3
  3. South
  4. 2 squares right, then 2 squares up
  5. East

FAQ

How do I know which way is north on a map?

Look for a compass rose or a north arrow on the map. This shows which direction is north, and helps you know where east, west, and south are.

Can I use a map to plan a journey to school?

Yes! You can use a map to see how far your school is, what directions to go, and how many steps or minutes it will take.

What does "scale" mean on a map?

Scale tells you how big things are on the map compared to real life. For example, 1 cm on the map might be 100 metres in real life.

Why do maps use grids?

Grids help us find places easily. Each square has a letter and number, so we can say "go to square B4" instead of "go to the big tree near the pond."

How can I practice map skills at home?

You can draw a map of your room, plan a route for a family walk, or play a game where you give directions to find a hidden toy.