Grade 8 Mathematics Syllabus OverviewThe Grade 8 Mathematics syllabus is designed to develop students' understanding and skills in various mathematical concepts. This syllabus covers essential topics that prepare students for higher-level mathematics. Below is a detailed breakdown of the syllabus by terms.
Term 1-
Whole Numbers - Understanding and operations with whole numbers.
- Application of whole numbers in real-life situations.
-
Integers - Introduction to integers and their properties.
- Operations on integers (addition, subtraction, multiplication, division).
-
Exponents - Understanding the concept of exponents.
- Laws of exponents and their applications.
-
Numeric and Geometric Patterns - Identifying, extending, and creating numeric patterns.
- Understanding geometric patterns and their properties.
-
Functions and Relationships - Introduction to functions and their representations.
- Understanding relationships between variables.
-
Algebraic Expressions - 1 - Introduction to algebraic expressions.
- Simplifying and evaluating algebraic expressions.
-
Algebraic Equations - 1 - Understanding algebraic equations.
- Solving simple equations and word problems.
Term 2-
Algebraic Expressions - 2 - Further exploration of algebraic expressions.
- Operations with polynomials.
-
Algebraic Equations - 2 - Solving multi-step equations.
- Application of equations in real-world scenarios.
-
Construction of Geometric Figures - Techniques for constructing various geometric figures using tools.
-
Geometry of 2D Shapes - Properties and classification of 2D shapes.
- Area and perimeter calculations.
-
Geometry of Straight Lines - Understanding straight lines and their properties.
- Relationships between angles formed by intersecting lines.
Term 3-
Common Fractions - Understanding fractions and their operations.
- Simplifying and comparing fractions.
-
Fractions in Decimal Notation - Converting fractions to decimal form.
- Operations with decimal fractions.
-
The Theorem of Pythagoras - Introduction to the Pythagorean theorem.
- Applications of the theorem in real-world problems.
-
Perimeter and Area of 2D Shapes - Calculating perimeter and area for various shapes.
- Problem-solving involving area and perimeter.
-
Surface Area and Volume of 3D Objects - Understanding the concepts of surface area and volume.
- Calculating surface area and volume for common 3D shapes.
-
Collect, Organise and Summarise Data - Techniques for collecting and organizing data.
- Summarizing data using measures of central tendency.
-
Represent Data - Different methods for representing data (graphs, charts).
- Choosing appropriate representations for given datasets.
-
Interpret, Analyse and Report on Data - Skills for interpreting data representations.
- Analyzing data to draw conclusions.
Term 4-
Functions and Relationships - Further exploration of functions and their graphs.
- Identifying relationships in different contexts.
-
Algebraic Equations - Review and advanced techniques in solving algebraic equations.
- Application of equations in various scenarios.
-
Graphs - Understanding the Cartesian coordinate system.
- Plotting and interpreting linear graphs.
-
Transformation Geometry - Introduction to transformations: translations, rotations, reflections, and dilations.
- Applications of transformations in geometry.
-
Geometry of 3D Objects - Understanding properties and classifications of 3D shapes.
- Visualizing and drawing 3D objects.
-
Probability - Basic concepts of probability and its applications.
- Calculating probabilities using experiments and theoretical approaches.
This comprehensive Grade 8 Mathematics syllabus aims to provide students with a solid foundation in mathematical concepts and skills, preparing them for future academic challenges. For more detailed resources and study materials, visit EduRev.
This course is helpful for the following exams: Grade 8