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F H G1 Geometric notation and conventions F H G2 Constructions and loci F H G3 Angle facts, parallel lines and polygons F H G4 Properties of quadrilaterals and triangles F H G5 Congruence criteria for triangles F H G6 Geometric proof, including Pythagoras F H+ G7 Congruent and similar shapes H G8 Combining transformations F H G9 Circle definitions and properties H G10 Circle theorems F H G11 Geometry on coordinate axes F H G12 Properties of 3-D shapes F H G13 Plans and elevations F H G14 Standard units of measure F H G15 Measuring, scale drawings and bearings F H G16 Area of 2-D shapes and volume of prisms F H G17 Circles, surface area and volume F H G18 Arcs and sectors F H+ G19 Similar shapes: lengths, areas and volumes F H+ G20 Pythagoras and trigonometry F H G21 Exact trigonometric values H G22 Sine rule and cosine rule H G23 Area of a triangle: ½ab sin C F H G24 Translations as vectors F H+ G25 Vectors and vector proof