Grade: 8
Learning Outcomes
- Conceptual Understanding: Students develop a strong conceptual understanding of mathematical principles and operations, including algebraic manipulation, geometric properties, and statistical analysis.
- Problem-Solving Skills: They enhance their problem-solving skills by applying mathematical concepts to real-world situations, analyzing problems, and devising appropriate strategies for solutions.
- Mathematical Fluency: Through practice and application, students gain fluency in mathematical operations, graphing techniques, and geometric reasoning, enabling them to communicate mathematical ideas effectively and solve a wide range of mathematical problems.
Curriculum
Book reference:
MATHS -OXFORD NEW SYLLABUS MATHEMATICS BOOK 2(7TH EDITION)
Curriculum
- Direct and Inverse Proportions: Understanding relationships between variables.
- Linear Graphs and Simultaneous Linear Equations: Graphing linear equations and solving systems of equations.
- Expansion and Factorization of Quadratic Expressions: Manipulating quadratic expressions algebraically.
- Further Expansion and Factorization of Algebraic Expressions: Extending algebraic manipulation skills.
- Quadratic Equations and Graphs: Solving quadratic equations and graphing parabolas.
- Algebraic Fractions and Formulae: Simplifying and manipulating algebraic fractions and formulas.
- Relations and Functions: Exploring relationships between variables and functions.
- Congruence and Similarity: Identifying and applying congruent and similar shapes.
- Geometrical Transformation: Understanding and performing transformations on geometric shapes.
- Pythagoras’ Theorem: Applying the Pythagorean theorem to solve problems involving right triangles.
- Trigonometric Ratios: Introducing trigonometric functions and their applications.
- Volume and Surface Area of Pyramids, Cones, and Spheres: Calculating volumes and surface areas of three-dimensional shapes.
- Symmetry: Identifying and analyzing symmetrical figures and patterns.
- Sets: Understanding the concept of sets and set operations.
- Probability of Single Events: Calculating the probability of single events occurring.
- Statistical Diagrams: Interpreting and creating various types of statistical diagrams.
- Averages of Statistical Data: Calculating and interpreting measures of central tendency for data sets.
Meet Your Teacher
Sana Khayam
Meet Miss Sana Khayam Passionate maths teacher with a strong background in Math & science. inspiring students to explore the connections between numbers and the natural world. Encouraging curiosity and problem-solving in both maths and science.