Best Tips To Prepare Good Marks In Class 8 Maths Question Paper

The exams that are administered by the schools act as a stepping stone for our professional careers. Class 8th exam is just about to start in a few days, and students are involved as to how to start preparing for the exam and score great marks in it. We have some helpful tips to prepare a Class 8 Maths Question Paper which can help you to improve your vision and result. With the help of these tips, students will be able to provide well and score good marks. Read the full article.

How to Prepare Class 8 Maths Question Paper?

Here are few valuable tips for class 8 students to make them excellent for the Maths exam and support them to ace it.

Plan Accordingly

The student should start creating a checklist in the form of a subject and divide the subjects into their chapters. Now you start focusing on topics in which you have a center, practice as many exams based questions as feasible. When you are completed with these concepts then start focusing on the parts in which you are weak. Firstly start making notes on these topics, then start practicing topics from the previous year’s papers. Keep updating the chapters in the checklist so that you are informed of your daily or weekly progress.

Make Notes

Regular studies and building your Class 8 Maths Question Paper  on instant win you divided the game. Complete your designs, assignments, and practicals on the day they are allowed and get them out of your way. Start with more manageable chapters and gradually proceed to topics that you find more delicate. With basics cleaned up, you will find that even the most difficult topics will meltdown to easier concepts.

Solve Sample Papers

By solving sample papers learners can get good practice for the final exam. Try to solve previous year’s question papers too. It will help to get an idea of the question pattern and marking system.

Read The Question Paper

The student should make sure, before beginning to solve the Maths paper, they should go through the question paper and mark which questions they can venture easily. Solve the problems which you are sure about so that you can spare time for other questions. Also, reduce with the questions which have good weightage and strive those questions without a miss.

Important Maths Topics from Each Chapter

Cover the important topics from each chapter and learn completely.

Chapter Name

Important topics to focus


  • Concept of Subset, Superset, and Power Set
  • Union and Intersection of Set

Relations and Functions

  • Concept of Relations
  • Cartesian Product of Sets
  • Real-Valued Functions

Trigonometric Functions

  • Signs of Trigonometric Functions
  • Trigonometric Identities
  • Trigonometric Functions and their Graphs
  • Trigonometric Equations

Principle of Mathematical Induction

   Student needs to prepare questions from this topic. In exams, the question is a sure-shot from this topic

Complex Numbers and Quadratic Equations

  • Modulus and Conjugate of a Complex Number
  • Polar Design of Complex numbers

Binomial Theorem

General and Middle Term of a Binomial Extension

Permutations and Combinations

  • Problems on Combination
  • Permutations when things are distinct
  • Permutations when objects are not clear

Linear Inequalities

  • Linear Equations in one variable
  • Problems on a system of linear comparisons in two variable

Sequences and Series

  • Sum of n terms of an Arithmetic progression
  • Lots of Arithmetic Progressions and Arithmetic Mean

Straight Lines

  • Point Slope and 2 Location form of the accurate line
  • The angle between 2 lines
  • Intercept form of straight lines
  • Slope Intercept Form of the straight line
  • The distance of a time from a line and range between 2 parallel lines
  • The normal form of straight lines

Conic Sections

  • Circle
  • Parabola
  • Ellipse
  • Hyperbola

Introduction to 3-D Geometry

  • Distance between 2 limits in 3-D Space
  • Section formula

Limits and Derivatives

  • Limit of a Polynomial and a Rational function
  • Derivative of a function
  • End of a trigonometric function
  • Derivative of Trigonometric and Polynomial Functions

Mathematical Reasoning

  • Efficacy of “If and only if” and ‘If-then’ remarks
  • Implications
  • Negation of statement
  • Validation of a report by the process of difference


  • Mean deviation for CFD(Continuous Frequency Distribution)
  • Variance and regular deviation of CFD(continuous frequency distribution)


  • Probability of an event
  • Finding possibility using the addition of a known event

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