Students who are in class VIII to X aiming to appear for O’ Level are encouraged to take this course

The course duration – 6 months

Class VIII, IX & X.

Class schedule

Entire Cambridge & Edexcel Syllabus.
Total six-month course / 54 classes with MOCK tests
Past paper solutions: 10 years past paper solutions
Free MOCK, time to time consultancy and Free Text Book for early bird registration.

Topics to be covered:

The O Level Mathematics syllabus varies depending on the examining board or country, but I can provide you with a general overview of the topics typically covered in O Level Mathematics. General topics are mentioned here:

1. Number and Algebra:

   - Number concepts, including real numbers, surds, and indices.

   - Algebraic manipulation, including factorization, simplification, and expansion of algebraic expressions.

   - Solving linear and quadratic equations.

   - Working with inequalities and simultaneous equations.

2. Geometry and Trigonometry:

   - Properties and relationships of angles, lines, triangles, quadrilaterals,         and circles.

   - Pythagoras' theorem and trigonometric ratios (sine, cosine, and             tangent).

   - Applications of trigonometry, including solving triangles and problems involving angles and lengths.

3. Coordinate Geometry:

   - Plotting and interpreting graphs of linear and quadratic functions.

   - Determining gradients and intercepts of lines and curves.

   - Solving problems involving coordinates and geometric shapes.

4. Menstruation :

   - Calculating areas and volumes of 2D and 3D shapes, such as triangles, circles, rectangles, prisms, and spheres.

   - Working with units of measurement and conversions.

5.Statistics and Probability:

   - Collecting, organizing, and interpreting data using tables, graphs, and charts.

   - Measures of central tendency and dispersion.

   - Probability concepts, including sample spaces, events, and calculations of probabilities.

7. Calculus (for some syllabuses):

   - Basic concepts of differentiation and integration, including finding gradients and areas under curves.

It's important to note that the specific topics and depth of coverage may differ based on the examining board or country.