Mathematics Syllabus for Class 8th / O-Levels Cadet College Okara

Mathematics Syllabus for Class 8th / O-Levels Cadet College Okara

A. Syllabus Aim
The Mathematics syllabus for class 8th entry test is revised & designed to provide candidates a target of
preparation to acquire a minimum of the foundation of Mathematics before getting admission in CCO. The
foundation requires a balance between knowledge, understanding, and skills to enable students to
become effective learners to continue their educational journey.

B. Assessment Objectives
Candidates should be able to:

  • Recognize the appropriate mathematical procedures for a given situation
  • Perform calculations by suitable methods without a calculator
  • Understand systems of measurement in everyday use and make use of them in the solution of
    Problems
  • Estimate, approximate and work to degrees of accuracy appropriate to the context and convert
    between equivalent numerical forms
  • Organize, interpret, and present information accurately in written, tabular, graphical and
    diagrammatic forms
  • Use mathematical instruments to measure and to draw figures in a given situation
  • Interpret, transform, and make appropriate use of mathematical statements expressed in words or
    symbols
  • Recall, apply and interpret mathematical knowledge in the context of everyday situations.
  • Analyze a problem, select a suitable strategy, and apply an appropriate technique to obtain its solution
  • Apply combinations of mathematical skills and techniques in problem-solving
  • Study and draw graphs and infer results
  • C. Syllabus:
    The questions, in the entry test, shall be Concept-based, appropriate for Class 7 students of
    Cambridge Examination System.
  1. Arithmetic:
  • Numbers and operation
  • fractions and simplification
  • Ratio and Proportion
  • Percentage
  • Profit, loss, tax, and discount etc.
  • Variations – direct and inverse
  • Time, distance and speed
  • Conversion of units
  1. Sets:
  • Types of sets
  • Forms of sets – descriptive, tabular & set builder and their usage in problem-solving
  • Operation and properties of sets – Union, Intersection, Difference & Complement
  • Law of union, intersection, and complement
  • Venn diagram
  1. Algebra:
  • Expressions, equations, and exponents
  • Forming expressions and equations from daily life problems
  • Substitution of values & Manipulation of the subject in equation
  • Algebraic fractions and operations between them
  • Graphs of linear equations
  1. Mensuration:
  • Area, Perimeter, and Volume of different figures/objects
  • Similar figures and their areas.
  • Concept of right prism, its surface area, volume and perimeter of any face
  • Pythagoras Theorem
  • Polygons: A polygon and its elements, Interior and Exterior angles, Sum of interior angles of a
    polygon
  1. Geometric properties and Practical Geometry:
  • Construction of plane figures
  • Construction of medians, angle bisectors, right bisectors, altitude and diagonals
  • Alternate and corresponding angles,
  • Tangent, sectors, arc and chord etc.
  • Cyclic quadrilateral and its properties
  • Transformation – Reflect an object and find the line of reflection by construction; Translate an
    object, Identify and give a precise description of the transformation connecting given figures
  1. Information handling:
  • Frequency distribution
  • Study and drawing to the line graph, Bar graphs, Pie graph
  • Calculation of probability of simple events
  • Mean, Median, and Mode of Un-grouped data
    Calculator, set-square, and protractor use is NOT ALLOWED.

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