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Geometry: Position and Direction
National Curriculum (England): Key Stage 2 SATs · Year 6 · KS2 SATs (primary)
8 ready-made resources for teaching Geometry: Position and Direction, written for Year 6 Maths (KS2 SATs). Slides, worksheets, mark schemes, homework, an assessment and retrieval quizzes, all with SEN-friendly scaffolding built in as standard. Below is what the topic requires and where pupils usually go wrong, free to read whether or not you sign up.
Independently rechecked. These files were written to the specification from our own topic maps, then put through a separate recheck pass from the one that wrote them, which found and fixed real errors. A subject teacher has not signed them off individually, so give them your usual read before you teach from them.
Get these 8 files freeWhat is in this bundle
- Assessment mark schemeWord, editable
- End-of-topic assessmentWord, editable
- HomeworkWord, editable
- Retrieval-practice quizzesWord, editable
- SlidesPowerPoint, editable
- Starter & exit ticketWord, editable
- WorksheetWord, editable
- Worksheet mark schemeWord, editable
What pupils need to be able to do
- Describe the position of a point on the full coordinate grid, using all four quadrants (including negative coordinates).
- Draw a simple shape on the coordinate plane, given its vertices, and translate it by a stated horizontal and vertical movement.
- Reflect a simple shape in a coordinate-plane axis (the x-axis or y-axis).
Where pupils go wrong
- Swapping the x and y values when plotting or reading a coordinate (going up before across, instead of across before up).
- Losing track of the correct sign when plotting a coordinate in a quadrant other than the first, particularly forgetting both coordinates can be negative in the third quadrant.
- Translating a shape by moving only one of the horizontal/vertical amounts, or applying the movement to only one vertex rather than the whole shape consistently.
- Reflecting a shape the wrong distance from the axis, or reflecting it in the wrong axis (mixing up reflection in the x-axis with reflection in the y-axis).
How it gets asked in the exam
- Paper 1 (arithmetic) style: not applicable, this strand is only tested through the reasoning papers.
- Papers 2–3 (reasoning) style: "Plot the point (-3, 4) on the grid", "Translate triangle A by 2 units right and 3 units down. Draw the new triangle.", "Reflect shape B in the x-axis."
Key vocabulary
Coordinate, quadrant, axis, translate, reflect, vertex.
Assumed prior knowledge (Year 5)
- Reading and plotting coordinates in the first quadrant only, on a labelled grid (first-quadrant coordinate work, including translation and reflection, is already established by Year 5: it's the grid's extension to all four quadrants that's new at Year 6, not coordinates or labelled axes themselves, both of which go back to Year 4).
- Reflecting and translating a shape on a first-quadrant grid (with reflection lines parallel to the axes), and knowing the shape's size and properties don't change under either transformation.
- Confident identification of a shape's vertices, needed to translate or reflect every corner consistently.
How Speca scaffolds this topic
- A consistent four-quadrant grid template, with quadrants numbered and lightly colour-coded, used for every question in this topic, so the shift from Year 5's one-quadrant work is visually anchored rather than abstract.
- Colour-code the object shape and its translated or reflected image consistently (e.g. object always blue, image always orange) across every question, reinforcing a "before vs after" pattern regardless of which transformation is being applied.
- For translations, an explicit "count across, then count up/down" routine applied to every vertex individually, rather than moving the whole shape by eye, reduces the error of only some vertices being translated correctly.
Every file, free to start
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