Math // Geometry
Position, direction, and movement
Use mathematical vocabulary to describe position, direction, and movement, including straight lines and distinguishing rotation as a turn in terms of right angles (quarter, half, three-quarter turns, clockwise and anti-clockwise)
Quick check
Can the learner follow directions like "turn clockwise a quarter turn" or "move three squares to the right" on a grid or in a simple navigation game?
Ask this to see whether the topic is secure.
Topic // Mastery
What mastery looks like
- Use terms such as clockwise, anti-clockwise, quarter turn, half turn, three-quarter turn
- Describe a right angle as a quarter turn
- Give and follow directions involving straight-line movement and turns
Topic // Map
Where this fits
- RequiredMust come first
- HelpfulHelps, but not essential
Before this
2 topics- Positional LanguageRequired
Geometry // Ages 4 to 6
Position/direction vocabulary with right angles extends basic positional language
- Turns & DirectionsRequired
Geometry // Ages 5 to 6
Right-angle turns (clockwise/anti-clockwise) build directly on whole/half/quarter turns from Year 1
You are here
Position, direction, and movement
Ages 6 to 7 // Language
Leads to
3 topics- Right Angles & TurnsRequired
Geometry // Ages 7 to 8
Right angles as quarter turns extends Y2 turn vocabulary
- Understanding anglesRequired
Geometry // Ages 7 to 8
Recognising angles as turns extends Y2 work on quarter/half/three-quarter turns
- First Quadrant CoordinatesHelpful
Geometry // Ages 8 to 9
Position/direction vocabulary supports understanding coordinate grid
Topic // Research-informed
Teaching notes
From the Marble Skill Taxonomy. These notes have not been validated in classrooms, so treat them as a starting point for your own judgement.
The approach
Year 2 children use (not merely define) movement vocabulary: clockwise and anti-clockwise added to whole, half, quarter and three-quarter turns; a quarter turn linked to a right angle; and multi-step directions combining straight-line moves with turns that another person can actually follow. Clockwise/anti-clockwise is a new convention layered on still-developing left/right, and the quarter-turn = right-angle link bridges to later formal angle work. Guidance keeps turns embodied and routes followable, with feedback on wrong direction or amount.
Common misconceptions
- Clockwise and anti-clockwise confused with each other or with left/right — a new convention on top of frame-dependent left/right
- A quarter turn not connected to a right angle — the two treated as separate, unrelated facts
- Turn amounts miscounted — a half or a quarter turn produced when a three-quarter turn is asked for
- Egocentric direction-giving: routes given from the child's own viewpoint without accounting for the follower's facing
Useful representations
- A clock face for clockwise and anti-clockwise
- Body or floor-robot turns with start/finish facings, and the right-angle mark left by a quarter turn
- Route maps and grids to describe and to follow with combined moves and turns
- Two adjoining arms (the start and finish of a turn) showing the angle turned through
Teaching practices
- Introduce clockwise from a real clock's hands, then transfer it to the body and to turning objects, contrasting it explicitly with anti-clockwise each time.
- Make the quarter-turn = right-angle link concrete: turn a quarter and mark the right angle between the start and finish arms (an angle is an amount of turn shown by two adjoining lines).
- Combine moves and turns into routes to give and follow (barrier games, floor robots) so the vocabulary is productive.
- Keep turns embodied and referenced to target facings before moving to described or drawn routes.
- Continue supporting left/right on the body and expect residual errors as frame-dependence is still developing.
Activities to try
- 1
Clockwise, anti-clockwise and the right angle a quarter turn leaves
Why it works: A quarter turn always leaves a right angle between the start and finish arms, and clockwise versus anti-clockwise decides which way you turn — turning fuzzy words into exact instructions.
- Watch a real clock's hands and name the direction they travel as 'clockwise'; then turn your own body a quarter turn clockwise (towards your right, the way the hands would go on a clock lying face-up on the floor and seen from above) and say where you now face.
- Make a quarter turn clockwise and mark or point out the corner (angle) between where you started facing and where you finish facing; name it as a right angle.
- Make the same quarter turn anti-clockwise and describe how the finishing facing differs.
- On a clock face or turn dial, spin an arrow with a 'clockwise, quarter turn' control so it moves 90° and leaves a right-angle mark between start and finish; use 'anti-clockwise' to send it back the other way.
- Make two quarter turns clockwise in a row and decide whether that equals one half turn, counting each quarter aloud.
- 2
Give and follow a multi-step route that someone else can act on
Why it works: Direction and turn words are most useful when they form a sequence another person can follow from their own viewpoint — producing a followable route is the real goal.
- Guide a partner (or a floor robot) from one point to another using a sequence such as 'forward 2, turn clockwise quarter, forward 3', combining straight-line moves with named turns.
- Have the follower act out the route exactly as given, from the follower's own facing, and watch what happens.
- On a grid, drive a programmable robot through a maze by stringing moves and turns; a wrong turn direction or wrong amount sends it into a wall, prompting a correction.
- Play a barrier game: describe a route to someone who cannot see your map, using direction and turn words precisely enough for them to reproduce it.
- When a route 'goes wrong', revise the instructions so the follower, not just you, can reach the target.
- 3
Check and sort turn and route language
Why it works: You can recognise correct turn facings and the quarter-turn/right-angle link quickly, then confirm sequences by acting them out.
- After a stated clockwise or anti-clockwise quarter turn, pick which direction you now face from given options.
- Match a quarter turn to one right angle, a half turn to two right angles, and a three-quarter turn to three right angles.
- Put a jumbled set of move-and-turn instructions into the order that reaches a target, then test the order by walking or driving it.
Topic // Standards
Curriculum standards
- The national curriculum in England: Key stages 1 and 2 framework document
- Maths/Y2/GPD/2
Math // Geometry
More in Geometry
- 2-D shapes (age 6+)Ages 6 to 7ConceptIdentify and describe properties of 2-D shapes including the number of sides and line symmetry in a vertical line
- Defining attributes of shapesAges 6 to 7ConceptDistinguish defining attributes of shapes (e.g. triangles are closed and three-sided) from non-defining attributes (e.g. colour, orientation, overall size)
- Edges, vertices, and facesAges 6 to 7ConceptIdentify and describe properties of 3-D shapes including the number of edges, vertices, and faces
- Sorting 2-D and 3-D shapesAges 6 to 7MethodCompare and sort common 2-D and 3-D shapes and everyday objects by their properties
- Building with 3-D ShapesAges 6 to 7MethodCompose three-dimensional shapes (cubes, right rectangular prisms, right circular cones, right circular cylinders) and create composite shapes; build new shapes…
- Composing ShapesAges 6 to 7MethodCompose two-dimensional shapes (rectangles, squares, trapezoids, triangles, half-circles, quarter-circles) to create composite shapes, and compose new shapes…
- 2-D faces on 3-D shapesAges 6 to 7ConceptIdentify 2-D shapes on the surface of 3-D shapes (e.g. a circle on a cylinder, a triangle on a pyramid)
- Patterns & SequencesAges 6 to 7MethodOrder and arrange combinations of mathematical objects in patterns and sequences