math

Maths seems like a terrifying subject. For many students, it is a dreadful subject. Regardless, mathematics is a subject that will help students in all walks of life even when they finish studying maths at school. It is used in everyday life and its concepts are also used in various other subjects as well. The most favourable aspect of Maths can be that if a student practises it well along with detailed comprehension and gets the hang of the subject, mathematics can turn out to be an extremely scoring subject. 

The curriculum of CBSE class 8, is modelled to pave a road for the learner to follow and learn secondary as well as higher education in an easy way. In this grade, the student learns new concepts and is ready for an introduction to newer chapters and concepts, by studying in a systemized way. Maths can be the easiest subject in class 8.

Tips to make maths the easiest subject in class 8

The following are some of the tips that can be followed pursued, and enforced to make maths the easiest subject in class 8:

Strategize through syllabus

The student needs to strategize for maths exams and general studies with the help of the following syllabus:

1. Rational Numbers

  • Introduction
  • Properties of Rational Number
  • Rational Numbers on Number Line
  • Rational Number between Two Rational Numbers

2. Linear Equations in One Variable  

  • Introduction
  • Solving Equations with Linear Expressions 
  • Applications
  • Equations having Variable on both sides
  • More Applications
  • Reducing Equations to Simpler Form
  • Equations Reducible to the Linear   Form

3. Understanding Quadrilaterals

  • Introduction
  • Polygons
  • Measures of Exterior Angles of a Polygon
  • Kinds of Quadrilaterals
  • Some Special Parallelograms

4. Practical Geometry

  • Introduction
  • Constructing a Quadrilateral
  • Some Special Cases

5. Data Handling

  • Looking for Information
  • Organising Data
  • Grouping Data
  • Circle Graph or Pie Chart
  • Chance and Probability

6. Squares and Square Roots

  • Introduction
  • Properties of Square Numbers
  • Some More Interesting Patterns
  • Finding the Square of a Number
  • Square Roots
  • Square Roots of Decimals
  • Estimating Square Root

7. Cubes and Cube Roots

  • Introduction
  • Cubes
  • Cubes Roots

8. Comparing Quantities

  • Recalling Ratios and Percentages
  • Finding the Increase and Decrease Percent
  • Finding Discount
  • Prices Related to Buying & Selling (Profit & Loss)
  • Sales Tax/Value Added Tax/Goods and Services Tax
  • Compound Interest
  • Deducing a Formula for Compound Interest
  • Rate Compounded Annually/Semi-Annually
  • Applications of Compound Interest Formula

9. Algebraic Expressions and Identities

  • What are Expressions?
  • Terms, Factors and Coefficients
  • Monomials, Binomials and Polynomials
  • Like and Unlike Terms
  • Addition and Subtraction of Algebraic Expressions
  • Multiplication of Algebraic Expressions: Introduction
  • Multiplying a Monomial by a Monomial
  • Multiplying a Monomial by a Polynomial
  • Multiplying a Polynomial by a Polynomial
  • What is an Identity?
  • Standard Identities
  • Applying Identities

10. Visualising Solid Shapes

  • Introduction
  • View of 3D-Shapes
  • Mapping Space Around Us
  • Faces, Edges and Vertices

11.  Mensuration

  • Introduction
  • Let us Recall
  • Area of Trapezium
  • Area of General Quadrilateral
  • Area of Polygons
  • Solid Shapes
  • Surface Area of Cube, Cuboid and Cylinder
  • The volume of Cube, Cuboid and Cylinder
  • Volume and Capacity

12. Exponents and Powers

  •  Introduction
  •  Powers with Negative Exponents
  • Laws of Exponents
  • Using Exponents for Expressing Small Numbers in Standard Form
  • 13. Direct and Inverse Proportions Introduction
  •  Direct Proportion
  •  Inverse Proportion

14.  Factorisation

  • Introduction
  • What is Factorisation?
  • Dividing of Algebraic Expressions
  • Dividing of algebraic Expressions Continued (Polynomial / Polynomial)
  • Can you Find the Error?

15.  Introduction to Graphs

  •  Introduction
  •  Linear Graphs
  •  Some Applications

16.  Playing with Numbers

  • Introduction
  • Numbers in General Form
  • Game with Numbers
  • Letters for Digits
  • Test of Divisibility

Learn through Questions

Students of class 8 can learn through different types of questions and question patterns to make maths easier. Questions can be of various types:

  • Fill in the blank questions – These questions are part of different theories of mathematics.
  • True or False – In these, statements are given and are to be solved based on if these are true or false. 
  • Choose the correct answer or option- Each question has four different options, with one out of the four options being the correct answer. These questions can easily provide learning.
  • Question and answers – These include one-line answers to questions 
  • Short answer questions-In this portion, each question generally carries two marks. These are generally based on basic concepts of maths class 8.
  • Long Answer Questions- Generally carrying five marks. Answers being here in a step by step way. 

Refer to solutions as a textbook

Students of class 8 should refer to the Class 8 RS Aggarwal Maths solutions as the book that is being studied. It is suggested that students should not blindly check answers and write the correct answers, but they should use it as study material or study guide to help them.

Write down step by step explanation

Students can write down step by step explanations of the answer and solution for each question of mathematics class 8, and this will make studying, understanding and revising easier.

Conclusion 

The curriculum of CBSE class 8 is modelled to pave a road for the learner to follow and learn secondary and higher education in an easy way. In this grade, the student understands new concepts and is ready to introduce more recent chapters and ideas by studying systemized. Maths can be the most straightforward subject in class 8. 

There are some of the tips that can be followed, pursued and enforced to make maths the easiest subject in class 8. They are as follows: strategizing through the syllabus which includes 16 very important chapters that also include different and essential sub-try topics for the maths subject, the chapters being Rational Numbers, Linear Equations-One Variable, Understanding Quadrilaterals, Practical Geometry, Data Handling, Squares & Square Roots, Cubes & Cube Roots, Comparing Quantities, Algebraic Expressions and Identities, Visualizing Solid Shapes, Visualizing Solid Shapes, Mensuration, Exponents & Powers, Factorisation, Introduction to Graphs & lastly, playing with numbers. Other tips include learning through Questions, referring to solutions as a textbook as well as writing down step by step explanations.

Maths can be the easiest subject in class 8. If a student practises it well along with detailed comprehension and gets the hang of the subject, mathematics can turn out to be an extremely scoring subject. 

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