Class 8 Maths

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About Class 8 Maths Program

Edusaksham provides visual and interesting exercises to clarify complex ideas with regards to numerical issues. The concepts instructed in class eighth of CBSE are firmly related to the ideas showed later on in class ninth. Edusaksham class 8 course enables the focus to board tests and other further selection tests like Maths, Science Olympiads and NTSE without any difficulty. Top quality representation methods empower markable enthusiasm for Learning science.

Edusaksham platform connects youthful personalities and students in which a subject video addresses student enthusiasm towards the subject and Learning capacity of the student. In CBSE Class 8 for Maths and Science, more consistent models are utilized for explaining complex ideas making simple Learning. Reasonable learning helps students have an edge over others later on while planning for board tests. Edusaksham enables the parents to understand the effect of the classes and how they are profiting by the item.

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EduSaksham offers a completely personalized learning experience for every user. The system provides a unique learning experience for the user and helps them learn the concepts at their level. User can complete the lessons at his own pace and access it from anywhere on the go. Each user gets his own dashboard which helps track his performance and progress. User can access any lesson at any point of time based on his own learning needs. The system is designed in a way to support learning at every stage for every individual learner.

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EduSaksham provides self-paced learning courses. Users can learn the lessons at their own pace and are not left behind for any of the lessons. Each user on the platform has his own profile where content is presented to the user based on his choice. The user gets access to the entire content, and then the user can decide which lesson he wants to learn. If a learner is not able to understand the concept in one go, he has full control to playback the lessons. Moreover, the end-user may attempt any quiz multiple times until his concepts are clear.

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Modular Course Structure

The entire course structure is created in a modular structure for all the courses to enhance better learning for the students. Students learn one concept at a time. We have created smaller modules for the students so they can watch/read/practice the lessons as per their attention level. If a student wants to do more, then he can move on to the next experience quickly. Modular course structure also helps students identify their strengths and weaknesses per topics, which helps improve the overall performance of the students.

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All our courses include a lot of experimental ideas to make students understand the topics very easily. We use our day to day life objects to draw parallels to the concepts and make students learn from our surrounding. Our science courses use a lot of experiments for the students to make the visualizations stronger for the ideas as visual memory helps them retain the concept for a more extended period. We innovatively bring our courses closer to the real-life so students can learn better with their daily objects.

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Quick Exam Revision

EduSaksham has provided students with excellent smart exam revision modules that help students quickly cover essential points from the chapter and get prepared fast. It will help students revise any topic quickly and practice the questions topic-wise for the chapters. These modules cover all the salient points of the chapters in a quick summary video, mind map-based notes, and a variety of good questions. These offerings help students prepare better for the exams and increase their performance.

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We offer a discussion forum for students to discuss their queries if they have any. Our experts revert to the student queries and help them resolve their doubts. Fellow students can also help each other to clarify their doubts. Discussion forum helps build student community where they can learn from each other. Forum creates a healthy learning environment among students. It also makes a repository of queries for the students to refer to any time in the future and get their doubts clarified on the runtime.

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Class 8 Maths Subject

Maths

Mathematics makes you think more creative, it stimulates your brain and prepares you to think logically. EduSaksham courses are created to make you learn Mathematics concepts in a more easy and struct...
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Mathematics makes you think more creative, it stimulates your brain and prepares you to think logically. EduSaksham courses are created to make you learn Mathematics concepts in a more easy and structured manner. It helps students to understand the meaning of numbers, patterns, symbols, diagrams and shapes of different objects in day to day life around them. We strongly believe studying Mathematics subject stimulates students interest, cultivates innovativeness and furnishes the students with the aptitudes they need in life apart from the basic schooling. We motivate and make them confident to observe for patterns, use logical reasoning, apply solutions and try out different approaches for problem-solutions. Our courses are built with unique pedagogy with years of research done by renowned academic teams. With the use of state of art technology, we have made Mathematics learning more personalized which is a much needed for our country where percentage pass ratio of students is less. With the use of personalized system backed with unique pedagogical approach our digital learning brings a much needed innovative system as per our current needs of the society.

We offer Mathematics courses from Class 3 to Class 10, our courses includes online video material that follows the latest CBSE syllabus, practice papers followed by assessments and detailed analytics and reporting to narrow down weak and strong areas for a more personalized learning experience. We also offer additional supplementary courses to prepare student for Competitive exams through our Foundation and Olympiad courses.

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Mathematics for Class 8

  • 100+ E-Learning Videos
  • 100 Conceptual Notes for Class 8 maths
  • 300+ self-indulging friendly worksheets
  • 2200+ Questions
  • Detailed Explanations for each question
  • Difficulty Levels viz. for each test
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FEATURES OF THE COURSE :

• Exhaustive practice tests
• Friendly self-indulging worksheets
• Progressive Practice patterns
• Personalized Learning Dashboard
• Concept-wise Analytics
• Instant feedback mechanism
• All India comparison of progress
• Unlimited attempts


BENEFITS OF THE COURSE :

• Improved performance – With our scientifically designed content significant improvements in performance will be attained.
• Attain the desired IQ – Get the desired IQ in 8th class mathematics with our exhaustive maths models for class 8 CBSE.
• Easy tracking of progress – We provide easy tracking facility to help you understand how you are progressing with every step in the course.
• Self-paced learning – Every individual has a different learning pace. Keeping that in mind, we have designed the course to be self-paced.
• Identify focus areas – Students may be better in certain concepts than others. This course will facilitate them for a better understanding of the areas where they need to focus more.
• Build strong foundations – With this course, we aim to help a child understand every concept of the subject so that their foundation in mathematics becomes very strong.
• Simple parent’s supervision – Parents will be able to monitor their children’s performance easily with the features provided in the course.
• Quick re-learning – Even if a child fails at solving a problem, they will be able to solve the problems again till they get it, thus allowing room for re-learning.


COURSES OFFERED :

• Class 8 – Maths - Part 1 (293 lessons)
• Class 8 – Maths – Part 2 (256 lessons)
• Class 8 – Exam Revision


SYLLABUS :

  • Chapter 1 - RATIONAL NUMBER
  • Chapter 2 - LINEAR EQUATION IN ONE VARIABLE
  • Chapter 3 - UNDERSTANDING QUADRILATERALS
  • Chapter 4 - PRACTICAL GEOMETRY
  • Chapter 5 - DATA HANDLING
  • Chapter 6 - SQUARE AND SQUARE ROOTS
  • Chapter 7 - CUBES AND CUBE ROOTS
  • Chapter 8 - COMPARISON QUANTITIES
  • Chapter 9 - ALGEBRAIC EXPRESSION AND IDENTITIES
  • Chapter 10 - VISUALIZING SOLID SHAPES
  • Chapter 11 - MENSURATION
  • Chapter 12 - EXPONENTS AND POWERS
  • Chapter 13 - DIRECT AND INVERSE PROPERTIES
  • Chapter 14 - FACTORISATION
  • Chapter 15 - INTRODUCTION TO GRAPHS
  • Chapter 16 - PLAYING WITH NUMBERS


DETAILED SYLLABUS :
1. Rational Numbers
1.1 Introduction to rational number
1.2 Properties of Rational Numbers
1.2.1 Closure
1.2.2 Commutativity
1.2.3 Associativity
1.2.4 The Role of Zero
1.2.5 The Role of 1
1.2.6 Negative of a number
1.2.7 Reciprocal
1.3 Representation of Rational Numbers on the Number Line
1.4 Rational Number between Two Rational Numbers

2. Linear Equation in One Variable
2.1 Linear Equations in One Variable – Introduction
2.2 Linear Equations in One Variable
2.2.1 Solving Equations which have Linear Expressions on one side and Numbers on the other side
2.2.2 Solving Equations having the Variable on both sides
2.2.3 Reducing Equations to simpler form
2.2.4 Equations reducible to the Linear Form

3 Understanding Quadrilaterals
3.1 Introduction
3.2 Polygon
3.2.1 Classification of Polygons
3.2.2 Diagonals
3.2.3 Convex and concave polygons
3.2.4 Regular and irregular polygons
3.2.5 Angle sum property
3.3 Sum of the Measures of the Exterior Angles of a Polygon
3.4 Types of Quadrilaterals
3.4.1 Trapeziums
3.4.2 Kite
3.4.3 Parallelogram
3.4.4 Elements of a parallelogram
3.4.5 Angles of a parallelogram
3.4.6 Diagonals of a parallelogram
3.5 Special Parallelograms
3.5.1 Rhombus
3.5.2 A Rectangle
3.5.3 A Square

4 Practical Geometry
4.1 Constructing a Quadrilateral
4.1.1 When the lengths of four sides and a diagonal are given
4.1.2 When two diagonals and three sides are given
4.1.3 When two adjacent sides and three angles are known
4.1.4 When three sides and two included angles are given
4.2 Some Special Cases

5 Data Handling
5.1 Introduction
5.2 Organising Data
5.3 Grouping Data
5.3.1 Grouping Data
5.3.2 Bars with a difference
5.4 Circle Graph or Pie Chart
5.4.1 Circle Graph or Pie Chart
5.4.2 Drawing pie charts
5.5 Chance and Probability
5.5.1 Getting a result
5.5.2 Equally likely outcomes:
5.5.3 Linking chances to probability
5.5.4 Outcomes as events
5.5.5 Chance and probability related to real life

6 Square and Square Root
6.1 Introduction to Square Roots
6.2 Properties of Square Numbers
6.3 Some More Interesting Patterns
6.4 Finding the Square of a Number
6.4.1 Finding the Square of a Number
6.4.2 Other patterns in squares
6.4.3 Pythagorean triplets
6.5 Square Roots
6.5.1 Finding square roots
6.5.2 Finding square root through repeated subtraction
6.5.3 Finding square root through prime factorisation
6.5.4 Finding square root by division method
6.6 Square Roots of Decimals
6.7 Estimating Square Root

7 Cubes and Cube Root
7.1 Cubes
7.1.1 Cubes
7.1.2 Some Interesting Patterns
7.1.3 Smallest multiple that is a perfect cube
7.2 Cube Roots
7.2.1 Cube Roots
7.2.2 Cube root through prime factorisation method
7.2.3 Cube root of a cube number
7.3 Cube Roots - Cube root using unit digit method

8 Comparing Quantities
8.1 Comparing Quantities
8.1.1 Recalling Ratios and Percentages
8.1.2 Finding the Increase or Decrease Per cent
8.1.3 Finding Discounts
8.1.4 Estimation in percentages
8.2 Prices Related to Buying and Selling (Profit and Loss)
8.3 Sales Tax/Value Added Tax
8.4 Compound Interest
8.4.1 Compound Interest
8.4.2 Deducing a Formula for Compound Interest
8.4.3 Rate Compounded Annually or Half Yearly (Semi Annually)
8.4.4 Applications of Compound Interest Formula

9 Algebraic Expression and Identities
9.1 What are Expressions?
9.2 Terms, Factors and Coefficients
9.3 Monomials, Binomials and Polynomials
9.4 Like and Unlike Terms
9.5 Addition and Subtraction of Algebraic Expressions
9.6 Multiplication of Algebraic Expressions
9.6.1 Multiplying a Monomial by a Monomial
9.6.2 Multiplying two monomials
9.6.3 Multiplying three or more monomials
9.6.4 Multiplying a Monomial by a Polynomial
9.6.5 Multiplying a monomial by a binomial
9.6.6 Multiplying a monomial by a trinomial
9.6.7 Multiplying a Polynomial by a Polynomial
9.6.8 Multiplying a binomial by a binomial
9.6.9 Multiplying a binomial by a trinomial
9.7 Identities
9.7.1 Standard Identities
9.7.2 Applying Identities

10 Visualizing Solid Shape
10.1 Introduction
10.2 Views of 3D-Shapes
10.3 Mapping Space around Us
10.4 Faces, Edges and Vertices

11 Mensuration
11.1 Mensuration – Introduction
11.2 Area of Trapezium
11.3 Area of a General Quadrilateral
11.4 Area of a Polygon
11.5 Surface Area
11.5.1 Cuboid
11.5.2 Cube
11.5.3 Cylinder
11.6 Volume
11.6.1 Cuboid
11.6.2 Cube
11.6.3 Cylinder
11.7 Volume and Capacity

12 Exponents and Powers
12.1 Exponents & Powers
12.2 Powers with Negative Exponents
12.3 Laws of Exponents
12.4 Use of Exponents to Express Small Numbers in Standard Form
12.4.1 Use of Exponents to Express Small Numbers in Standard Form
12.4.2 Use of Exponents to Express Small Numbers in Standard Form - Comparing very large and very small numbers

13 Direct and Inverse Proportion
13.1 Direct Proportions
13.2 Inverse Proportions

14 Factorization
14.1 Factorization
14.1.1 Factors of natural numbers
14.1.2 Factors of algebraic expressions
14.1.3 Method of common factors
14.1.4 Factorisation by regrouping terms
14.1.5 Factorisation using identities
14.1.6 Factors of the form ( x + a) ( x + b)
14.2 Division of Algebraic Expressions
14.2.1 Division of a monomial by another monomial
14.2.2 Division of a polynomial by a monomial
14.3 Division of Algebraic Expressions Continued (Polynomial ÷ Polynomial)
14.4 Can you Find the Error?

15 Introduction to Graphs
15.1 Introduction to Graphs
15.1.1 A Bar Graph
15.1.2 A Pie graph (or a circle-graph)
15.1.3 A histogram
15.1.4 A line graph
15.2 Linear Graphs
15.2.1 Location of a point
15.2.2 Coordinates
15.3 Application of Graphs

16 Playing with Numbers
16.1 Playing with Numbers
16.1.1 Numbers in General Form
16.1.2 Games with Numbers
16.1.3 Letters for Digits
16.2 Tests of Divisibility
16.2.1 Divisibility by 10
16.2.2 Divisibility by 5
16.2.3 Divisibility by 2
16.2.4 Divisibility by 9 & 3

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