Class 8 Maths - IIT foundation practice

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Notes  Section

Topic wise notes with examples

1. Exponents
   1.1 Introduction Notes
   1.2 Laws of Exponents Notes

1.  
2. Polynomials
   2.1 Introduction Notes
   2.2 Types of polynomials Notes
   2.3 Operations on algebraic expressions Notes
   2.4 Special products Notes
   2.5 Factorization of Quadratic polynomials Notes
   2.6 Division of polynomials Notes
   2.7 Square root of algebraic expressions Notes

3. Complex numbers
   3.1 Introduction of complex numbers Notes
   3.2 Operations on complex numbers Notes
   3.3 Conjugate of complex numbers Notes
   3.4 Cube roots of unity Notes

4. Geometry
   4.1 Introduction
   4.2 Geometry Theorems
   4.3 Properties of angles
   4.4 Polygons and types
   4.4 Triangles
   4.5 Congruency in Triangles
   4.6 Mid point theorem
   4.7 Thales’s theorem
   4.8 Quadrilaterals
   4.9 Parallelogram
   4.10 Circles
   4.11 Congruent Circles

5. Quadratic Equations
   5.1 Quadratic expressions
   5.2 Roots and coefficients
   5.3 Graphs of quadratic expressions

6. Inequations
   6.1 Solutions of in-equations
   6.2 Graphs of inequations

7. Sets and Relations
   7.1 Representation of Sets
   7.2 Types of Sets
   7.3 Operations of Sets
   7.4 Venn Diagrams
   7.5 Relations
   7.6 Cartesian product of two sets
   7.7 Types of relations
8. Functions 
   8.1 Domain and Range
   1. Function
   2. Graphical representation of function 
   3. Types of functions
   4. Real functions
   5. Rational functions
   6. Irrational functions
   7. Piecewise functions
   8. Transcendental functions  ( Function ws1)
   9. Domain and Range of real functions (Functions ws2, ws3)
   10. Kinds of functions ( functions ws4)
       1. Bijective, injective, surjective)
   11. Inverse functions (functions ws5)
   12. Composite functions

8th Math IIT foundation practice adds

• Ability to solve complex and variety of math problems
• Helps in securing top scores in board or other competitive exams
• Ensures strong foundation over different concepts
• Moves the student to advance level ( 1 year ahead)

Practice helps in other competitions

• Around 25 math concepts covered
• Student can easily appear for Olympiad, NTSE or other competitive exams
• Detailed result analysis help student to analyze strength and weakness in different concepts
• Basic and advanced level math worksheets 

Negative marking

• Exams with negative marking is a different game altogether
• Few tests contain negative marking
• Student need to be extra cautious in guess work