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Understanding position and direction allows children to describe where things are and how things move. This topic builds spatial reasoning — a skill that underlies much of later geometry and real-world navigation.
Children learn a rich vocabulary to describe where things are:
| Word | Meaning / Example |
|---|---|
| on top of | the book is on top of the desk |
| underneath / below | the cat is underneath the table |
| above | the lamp is above the sofa |
| in front of | she is standing in front of the door |
| behind | the bag is behind the chair |
| next to / beside | the cup is next to the plate |
| between | the pencil is between the two rulers |
| near / far | the school is near; the mountain is far |
| inside / outside | the toy is inside the box |
| around | the fence goes around the garden |
| Direction | Meaning |
|---|---|
| left | towards your left hand |
| right | towards your right hand |
| up | moving higher |
| down | moving lower |
| forwards | moving in the direction you are facing |
| backwards | moving away from the direction you are facing |
Left and right confusion: Many children confuse left and right. A helpful trick: when you hold out your left hand, your index finger and thumb make an "L" shape — for Left.
Children practise making turns with their own bodies, then with objects:
| Turn | What it looks like | Right angles |
|---|---|---|
| Whole turn | A complete rotation — you end up facing the same way | 4 |
| Half turn | You end up facing the opposite direction | 2 |
| Quarter turn | You face a direction 90 degrees from where you started | 1 |
| Three-quarter turn | You turn most of the way around | 3 |
Example activity:
"Face the window. Make a quarter turn to the right. What are you now facing?"
Children also connect quarter turns to the clock face — the minute hand makes a quarter turn every 15 minutes.
flowchart TD
Start[You face forward]
Start -->|quarter turn right| Right[Now facing right]
Start -->|quarter turn left| Left[Now facing left]
Right -->|another quarter turn right| Back["Now facing backward<br/>half turn from start"]
Left -->|another quarter turn left| Back
Back -->|another quarter turn| Side["Three-quarter turn<br/>from start"]
Side -->|one more quarter turn| Whole["Whole turn<br/>back to start"]
| Term | Meaning |
|---|---|
| clockwise | in the same direction as clock hands move |
| anti-clockwise | in the opposite direction to clock hands |
| turn | a rotation around a point |
| rotation | a circular movement |
A right angle is a quarter turn. It is the angle you see at the corner of a square or a piece of paper.
| Turn | Right angles |
|---|---|
| Quarter turn | 1 right angle (90 degrees) |
| Half turn | 2 right angles (180 degrees) |
| Three-quarter turn | 3 right angles (270 degrees) |
| Whole turn | 4 right angles (360 degrees) |
Identifying right angles: Children use the corner of a piece of paper to test whether an angle in a shape or a room is a right angle.
Right angles in everyday life:
In Year 2 children combine direction and amount:
| Instruction | Meaning |
|---|---|
| Quarter turn clockwise | Turn 90 degrees to the right |
| Quarter turn anti-clockwise | Turn 90 degrees to the left |
| Half turn clockwise | Turn 180 degrees to the right |
| Three-quarter turn anti-clockwise | Turn 270 degrees to the left |
This language is used in early programming tasks — for example, giving instructions to a floor robot like Bee-Bot.
Children arrange objects in patterns and sequences, recognising and continuing rules:
Examples:
Children describe the rule and extend it.
| Term | Meaning |
|---|---|
| position | where something is |
| direction | which way something is pointing or moving |
| turn / rotation | a circular movement around a point |
| clockwise | the direction clock hands turn |
| anti-clockwise | the opposite of clockwise |
| right angle | a quarter turn; a 90-degree angle |
| quarter turn | 90 degrees; 1 right angle |
| half turn | 180 degrees; 2 right angles |
| three-quarter turn | 270 degrees; 3 right angles |
| whole turn | 360 degrees; 4 right angles |
| pattern | a repeating or growing sequence |
| sequence | things arranged in a particular order |
A powerful way to teach position and direction is to combine physical movement with a clear visual model. Imagine teaching a Year 2 group the concept of quarter turns clockwise and anti-clockwise using a floor robot (Bee-Bot, Code-a-Pillar) or simply using the children themselves as the "robots".
Step 1 — Establish the reference frame (concrete). Place a large square mat on the floor with arrows pointing North, South, East and West, or use a 3-by-3 grid taped to the floor. Stand a child on the centre square facing North. Ask, "Which direction are you facing?" Repeat for all four cardinal directions before introducing turns. This grounds the abstract idea of rotation in something the child experiences with their body.
Step 2 — Connect to the clock (pictorial). Draw a large analogue clock face on the board. Demonstrate by sweeping your hand in the direction the minute hand moves. Ask, "This way is called clockwise. Which way is anti-clockwise?" Have children sweep their arm in both directions, saying the words aloud. Crucially, use the word clockwise as an adjective for direction — the same way they will use it later in geometry and programming.
Step 3 — Quarter turns with manipulatives. Place a toy on a square of card. Mark an arrow on the toy showing which way it faces. Ask, "Make a quarter turn clockwise. Where is the arrow pointing now?" Repeat with half turns and three-quarter turns. Use a real piece of paper as a right angle tester so children physically check the angle of the turn. Connect verbally: "A quarter turn is the same as a right angle. A half turn is two right angles."
Step 4 — Bee-Bot programming (abstract). Give children a route on a grid. They write the sequence of commands: forward, forward, quarter turn clockwise, forward. This converts physical experience into symbolic instructions — exactly the abstract reasoning the curriculum aims for.
Verbal prompts to use:
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