Middle and secondary
Geometry
Chapter 1: Basic Geometrical Ideas
| LO 1: | Knowing All About Points |
| LO 2: | Differentiating Curves and Polygons |
| LO 3: | Making Line, Line Segments and Circles |
| LO 4: | Making and Using Angles |
| LO 5: | Understanding the Different Types of Angles |
| LO 6: | Making and Using Pairs of Angles |
Chapter 2: Lines and Angles
| LO 1: | Identifying Complementary Angles and their Properties |
| LO 2: | Identifying Supplementary Angles and their Properties |
| LO 3: | Identifying Angles Made by Transversal and their Properties |
| LO 4: | Drawing lines – parallel, perpendicular and intersecting |
| LO 5: | Analysing angles to know its variants types |
| LO 6: | Defining and writing adjacent angles |
| LO 7: | Defining and writing vertically opposite angles |
| LO 8: | Finding angles made by a transversal with two lines |
Chapter 3: Understanding Quadrilaterals
| LO 1: | Analysing Quadrilaterals |
| LO 2: | Applying Angle Sum Property of Quadrilaterals |
| LO 3: | Applying Exterior Angles of Quadrilaterals |
| LO 4: | Confidently Describe Properties of Parallelograms |
| LO 5: | Confidently Describe Properties of Rectangles |
| LO 6: | Confidently Describe Properties of Squares |
| LO 7: | Confidently Describe Properties of Rhombuses |
| LO 8: | Confidently Describe Properties of Kites and Trapeziums |
Chapter 4: Quadrilaterals
| LO 1: | Drawing sum of angles of a quadrilateral |
| LO 2: | Characterising properties of rectangle, square and rhombus |
| LO 3: | Characterising properties of parallelogram |
| LO 4: | Transforming quadrilateral to parallelogram |
| LO 5: | Defining and using intercept theorem and midpoint theorem |
Chapter 5: The Triangle and its Properties
| LO 1: | Utilise the Knowledge of Triangle and its Types |
| LO 2: | Applying Angle Sum Property of a Triangle |
| LO 3: | Applying Exterior Angle Property of a Triangle |
| LO 4: | Applying Triangle Inequality Property |
| LO 5: | Applying Pythagoras Theorem |
| LO 6: | Clearly stating concept of similarity |
| LO 7: | Defining basic proportionality theorem or Thales theorem |
| LO 8: | Knowing internal and external bisectors of angle of a triangle |
| LO 9: | Characterising similarity of triangles |
| LO 10: | Exploring areas of two similar triangles |
| LO 11: | Defining and applying Pythagoras theorem |
Chapter 6: Circles
| LO 1: | Defining characteristics of circles |
| LO 2: | Defining terms related to arcs of a circle |
| LO 3: | Defining characteristics of chord and segment of a circle |
| LO 4: | Defining congruence of circles |
| LO 5: | Defining equal chords |
| LO 6: | Defining characteristics of arcs and angles subtended by chord |
| LO 7: | Defining cyclic quadrilateral and its properties |
| LO 8: | Defining properties of tangent to a circle |
| LO 9: | Characterising tangent to a circle |
| LO 10: | Characterising tangents subtending equal angles at the centre |
| LO 11: | Applying properties of circles in problems |
Chapter 7: Congruence of Triangles
| LO 1: | Exploring the Concept of Congruence |
| LO 2: | Ascertaining SSS Congruency |
| LO 3: | Ascertaining SAS Congruency |
| LO 4: | Ascertaining ASA Congruency |
| LO 5: | Ascertaining RHS Congruency |
Chapter 8: Triangles
| LO 1: | Analysing triangle to know its variants |
| LO 2: | Applying angle sum property of a triangle |
| LO 3: | Applying exterior angle of a triangle |
| LO 4: | Characterising congruence of triangles – Side–Angle–Side (SAS) congruence criterion |
| LO 5: | Characterising congruence of triangles – Angle–Side–Angle (ASA) congruence criterion |
| LO 6: | Characterising congruence of triangles – Angle–Angle–Side (AAS) congruence criterion |
| LO 7: | Characterising congruence of triangles – Side–Side–Side (SSS) congruence criterion |
| LO 8: | Characterising congruence of triangles – Right–Angle–Hypotenuse (RHS) congruence criterion |
| LO 9: | Appreciating and using inequality relations in a triangle |
Chapter 9: Visualising Solid Shapes
| LO 1: | Diagnosing Solid Shapes/Objects |
| LO 2: | Drawing Nets for Building 3D Shapes |
| LO 3: | Methods of Visualising Solid Shapes |
Chapter 10: Symmetry
| LO 1: | Seeing Symmetry in Our Daily Lives |
| LO 2: | Identifying Lines of Symmetry |
| LO 3: | Exploring Symmetry of Some Figures |
| LO 4: | Explaining Effects of Rotation |
| LO 5: | Identifying Lines of Symmetry |
| LO 6: | Making Use of Reflection Symmetry |
Chapter 11: Practical Geometry
| LO 1: | Constructing Key Geometrical Objects |
| LO 2: | Constructing Geometric Objects |
| LO 2: | Constructing Geometrical Objects |
Chapter 12: Construction
| LO 1: | Division of line segments |
| LO 2: | Construction of triangles |
| LO 2: | Construction of tangents to a circle |
Chapter 13: Introduction to Euclids Geometry
| LO 1: | Defining the basics – point, line and plane |
| LO 2: | Defining and using incidence axioms |
| LO 3: | Defining and applying Euclid’s five postulates |
| LO 4: | Making rays and lines |
Chapter 14: Introduction to Graphs
| LO 1: | Conceiving Cartesian Plane |
| LO 2: | Drawing Graph |
| LO 3: | Visualising and using Cartesian system |
| LO 4: | Plotting a point in a plane |
Chapter 15: Coordinate Geometry
| LO 1: | Finding distance between two points |
| LO 2: | Defining and using section formula |
| LO 3: | Applying section formula |
| LO 4: | Finding area of triangle using coordinates |
| LO 5: | Visualising collinearity of three points |