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CBSE Maths for 9th Standard Online Training Course | Shiksha Tarang

CBSE Maths for 9th Standard Online Training

CBSE Maths for 9th Standard

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About CBSE Maths for 9th Standard Online Training

How does the study help?

Shiksha Tarang gives a complete mathematic free NCERT solution for the class 9, which is observed to be in a systematic manner. The reference of another text books like the RD Sharma, RS Aggarwal helps the students to prepare for the competitive examination like the BITS, few entrance examinations etc.,

Shiksha Tarang as a guide:

Shiksha Tarang provides the solution in the best possible way of understanding the clear concepts of solving the problems. We also help the students to groom themselves for the competitive examination and acts as a perfect foundation to attempt these exams. Along with the NCERT text solutions the guidance is also provided on the other reference book.

A complete solution centre for that provides the students with quality that they deserve.

Online Guide Feature by Shiksha Tarang:

Guidelines on the topics, revised syllabus (Updated), examples problems of the main and reference text books, videos of the previous classes plus the tutor guidance helps candidates to have 24*7 guidance during the normal and the exams period. This feature offered by Shaiksha Tarang help the student to revise or get the doubts clarified at any point of study.

CBSE Maths for 9th Standard Online Course Summary

Chapter 1 -  Number Systems

  • Introduction
  • Irrational Numbers
  • Real numbers and their Decimal Expressions
  • Representing Real Numbers on the Number Line
  • Operations on Real Numbers
  • Law of Exponents for Real Numbers

Chapter 2 – Polynomials

  • Introduction
  • Polynomials in One Variable
  • Zeroes of a polynomial
  • Remainder Theorem
  • Factorisation of Polynomials
  • Algebraic Identities

Chapter 3 – Coordinate Geometry

  • Introduction
  • Cartesian Systems
  • Plotting a point in the Plane if its coordinates are given

Chapter 4 – Linear Equations in two Variables

  • Introduction
  • Linear Equations
  • Solution of a Linear Equation
  • Graph of a Linear Equation in two Variables
  • Equations of Lines parallel to x-axis and y-axis

Chapter 5 – Introduction To Euclid’s Geometry

  • Introduction
  • Euclid’s Definition, Axioms and Postulates
  • Equivalent Versions of Euclid’s Fifth Postulates

Chapter 6 – Lines and Angles

  • Introduction
  • Basic Terms and Definitions
  • Intersecting Lines and Non-intersecting Lines
  • Pairs of Angles
  • Parallel Lines and a Transversal
  • Lines Parallel to the same Line
  • Angle Sum property of a Triangle

Chapter 7 – Triangles

  • Introduction
  • Congruence of Triangle
  • Criteria for Congruence of Triangle
  • Some Properties of a Triangle
  • Inequalities In a Triangle

Chapter 8 – Quadrilaterals

  • Introduction
  • Angle Sum Property of a Quadrilaterals
  • Types of quadrilaterals
  • Properties of parallelogram
  • Another condition for a Quadrilateral to be a Parallelogram
  • The mid-point Theorem

Chapter 9 – Areas of the Parallelogram and Triangles

  • Introduction
  • Figures on the same base and Between the same Parallels
  • Parallelograms on the same base and between the same parallels
  • Triangles on the same base and between the same parallels

Chapter 10 – Circles

  • Introductions
  • Circles and its Related Terms
  • Angle subtended by a chord at a point
  • Perpendicular from the centre to a chord
  • Circle through three points
  • Equal chords and their distance from the centre
  • Angle subtended by an arc of a circle
  • Cyclic quadrilaterals

Chapter 11 – Constructions

  • Introduction
  • Basic Constructions
  • Some of Constructions of Triangles

Chapter 12 – Heron’s Formula

  • Introduction
  • Area of a triangle – Heron’s Formula
  • Application of Heron’s Formula in finding area of Quadrilaterals

Chapter 13 – Surface area and Volumes

  • Introduction
  • Surface area of a cuboid and a cube
  • Surface area of a Right circular Cylinder
  • Surface area of a Right Circular Cone
  • Surface area of a Sphere
  • Volume of a Cuboid
  • Volume of a Cylinder
  • Volume of  a Right Circular Cone
  • Volume of a Sphere

Chapter 14 – Statistics

  • Introduction
  • Collection of Data
  • Preparation of Data
  • Graphical Representation of Data
  • Measures of Central Tendency

Chapter 15 – Probability

  • Introduction
  • Probability – an Experimental Approach

Word problems with few examples

Practice papers

24*7 online support

Video classes backup facility


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