Support (from Y7 teaching programme)
• Identify parallel and perpendicular lines; know the sum of angles at a point, on a straight line and in a triangle, and recognise vertically opposite angles.
• Use angle measure; distinguish between and estimate the size of acute, obtuse and reflex angles.
|
Extension (from Y9 teaching programme)
• Explain how to find, calculate and use (a) the sums of the interior and exterior angles of quadrilaterals, pentagons and hexagons (b) the interior and exterior angles of regular polygons
• Solve problems using properties of angles, of parallel and intersecting lines, and of triangles and other polygons
|
1000 Playthinks
~ 337/338 Scanning art/ Scanning banks
ATM middles
~ Mental problem (3x3 and 4x4 square grids)
MAP
~ Cut a parallelogram into two trapezia
~ Can you cut a triangle into 4 quadrilaterals and a triangle? Can you cut a triangle into quadrilaterals only, without putting new corners on the sides of the triangle?
WORCS
~ Visualisations
|
ATM 40 Problems
~ p6 Isosceles triangles
ATM (We can work it out)
~ Triangle L5/6
MAP
~ 3x3, 4x4, 5x5 dotty paper activities
~ Tesselating triangles (proving the sum of angles in a triangle)
~ Walk around chalk diagrams on the playground to identify alternate and corresponding angles
~ Angles in polygons
Mymaths
Angler Game
Measuring Angles
Angle Sums
Reasoning
Parallel Lines
Interior Exterior
|
MAP
~ Cabri Geometer / Geometer's Sketchpad - see below...
Cabri / JJackson
~ Angles in quadrilaterals
~ Corresponding and alternate angles
~ Angles outside triangles
~ Quadrilaterals by reflecting triangles
~ Quadrilaterals by rotating triangles
HORN, Cornwall
~ Alternate and corresponding angles
~ Angles in a triangle
~ Geometrical visualisations 2
|
~ Spokes OHTs:
~ clock (30°) ;
~ compass rose (45°) ,
~ 90° spray
~ Pattern Blocks
~ 3x3 , 4x4 , 5x5 dotty paper
MAP
~ Generic assessment criteria
|
Find 2 shapes with an area of ___ but with different perimeters. Extend to volume and surface area.
Why are these called alternate angles?
Why are these called corresponding angles?
How do you know this is true? |
MAP – Level Ladders
~ Geometrical reasoning
Written explanations
Oral explanations
Physical resources
|