How to prepare for Class 10 Mathematics (Math) : Tips & Tricks for Mathematics | How To Prepare For Class 10 PDF Download

The Maths for Class 10th under the CBSE board system is a very important subject and a fairly easy one from the point of view of scoring. The subject also requires more time to prepare as compared to the others. Maths is a very important subject because it will help you secure a high percentage in the board exams. In Maths, doing well is easy because as you solve everything correctly step by step, you can get full marks.

Mathematics Class 10 - Videos, Docs, MCQs

Includes 118 docs, 156 videos & 78 tests

A well-planned timetable is the backbone of effective preparation—it turns goals into action and chaos into clarity. That’s why EduRev’s expertly designed chapter-wise and 60-day full-course timetables are game-changers for focused and efficient study. These timetables keep you motivated, structured, and on track every step of the way.

Practice sample papers with a timer to sharpen your speed, revise regularly, and start with easy chapters to build confidence early on. As you progress, mark tricky topics and give them extra attention. With EduRev’s smart timetables guiding your preparation, you won’t just study—you’ll study to succeed.

• Doc: 4 Days Timetable: Real Numbers
• Doc: 4 Days Timetable: Polynomials
• Doc: 4 Days Timetable: Pair of Linear Equations in Two Variables
• Doc: 4 Days Timetable: Quadratic Equations
• Doc: 4 Days Timetable: Arithmetic Progressions
• Doc: 4 Days Timetable: Triangles
• Doc: 4 Days Timetable: Coordinate Geometry
• Doc: 4 Days Timetable: Introduction to Trigonometry
• Doc: 4 Days Timetable: Some Applications of Trigonometry
• Doc: 4 Days Timetable: Circles
• Doc: 4 Days Timetable: Areas Related to Circles
• Doc: 4 Days Timetable: Surface Areas and Volumes
• Doc: 4 Days Timetable: Statistics
• Doc: 4 Days Timetable: Probability
• Doc: 60 Days Timetable for Mathematics Class 10

3. Solve Previous Year Questions (PYQs)

With the help of previous year papers, you will easily understand the level of questions which can be asked in CBSE Class 10th Maths board exam. Solving previous year papers will also enhance the writing speed of students.

Number Systems

• Real Numbers – PYQs

Algebra

• Polynomials – PYQs

• Pair of Linear Equations in Two Variables – PYQs

• Quadratic Equations – PYQs

• Arithmetic Progressions – PYQs

Geometry

• Triangles – PYQs

• Coordinate Geometry – PYQs

• Introduction to Trigonometry – PYQs

• Applications of Trigonometry – PYQs

• Circles – PYQs

• Areas Related to Circles – PYQs

Mensuration

• Surface Areas & Volumes – PYQs

Statistics & Probability

• Statistics – PYQs

• Probability – PYQs

Tips and tricks to help you during the Exam:

1. Write Neatly:

You should keep in mind that the examiner has to understand every step of your answer and in most of the cases he would not be having much time to spend on a single answer. Avoid overwriting and write very neatly in your answer sheet.

2. Mention clear steps in your Answer:

Whenever you go through an answer, ensure to pay special attention to the steps that helped you to reach out to get the answer. You cannot simply write the answer and get full marks in Maths, you have to mention each and every step clearly. Instead of all this, learn the steps involved. You will definitely secure some marks for each step.

3. Attempt what you know first:

Read the question paper thoroughly before you begin to solve the questions. Mark the questions that you think will not take much time and attempt them first. In order to score high in Maths, you must attend the questions you know and then move on to the unfamiliar ones.

4. Draw Graphs

Using graphs and figures can help you to score more marks if you make them with concentration, accuracy and neatness. For this, you will need a ruler and a sharpened pencil. These are some of the simplest things that you should not forget to carry as they play a vital role in fetching marks.

Important Topics You Must Master

Chapter 1: Real Numbers

• Proof of irrationality
• Terminating and non-terminating decimals
• Tip: Focus on applications of HCF and LCM in real-world problems and proofs of irrationality.

Chapter 2: Polynomials

• Zeros of polynomial
• Relation between zeros and coefficients
• Tip: Practice finding zeros graphically and algebraically, and understand the factor theorem.

Chapter 3: Pair of Linear Equations in Two Variables

• Geometrically representing equations in two variables as lines
• Conditions of inconsistency of pair of linear equations
• Solving equations of two variables via different methods.
• Tip: Practice solving real-life problems (e.g., cost or age-based problems) using these methods.

Chapter 4: Quadratic Equations

• Solution of Quadratic Equations by Using Quadratic Formula
• Conditions under which a Quadratic Equation has Real or Imaginary Roots
• Tip: Practice solving real-life problems (e.g., cost or age-based problems) using these methods.

Chapter 5: Arithmetic Progressions

• nth Term of an Arithmetic Progression
• Sum of n Terms of an Arithmetic Progression
• Tip: Memorize and derive AP formulas; practice word problems involving sequences.

Chapter 6: Triangles

• Similarity of Triangles: Criteria (AA, SSS, SAS) and their proofs.
• Pythagoras Theorem: Statement, proof, and applications.
• Basic Proportionality Theorem (Thales’ Theorem): Proof and applications.
• Tip: Learn proofs thoroughly and practice diagram-based questions for similarity and Pythagoras theorem.

Chapter 7:Coordinate Geometry

• Distance Formula: Calculating distance between two points.
• Section Formula: For internal division (midpoint included).
• Tip: Practice problems involving collinearity and area calculations.

Chapter 8: Introduction to Trigonometry

• Trigonometric Ratios: Sine, cosine, tangent for acute angles.
• Standard Angle Values: Memorize trigonometric ratios for 0°, 30°, 45°, 60°, 90°.
• Trigonometric Identities: Proofs and applications (e.g., sin²θ + cos²θ = 1).
• Complementary Angles: Ratios and their relationships.
• Tip: Focus on identity proofs and solving problems using standard angle values.

Chapter 9: Some Applications of Trigonometry

• Heights and Distances: Solving problems involving angles of elevation and depression.
• Tip: Practice real-world problems with clear diagrams and trigonometric applications.

Chapter 10: Circles

• Tangents Drawn from an External Point to a Circle
• Proof and Application of Theorem 10.1 and 10.2

Chapter 11: Areas Related to Circles

• Area of a Circle and Its Segments: Sector, segment, and arc length calculations.
• Combinations of Plane Figures: Area problems involving circles and other shapes.
• Tip: Practice problems combining circles with triangles or rectangles.

Chapter 12: Surface Area & Volume

• Curved Surface Area of Combination of Solids
• Total Surface Area of Combination of Solids
• Volume of Combination of Solids

Chapter 13: Statistics

• Different methods for calculating mean or any missing frequency.
• Methods to find median and mode for a given data.
• Tip: Practice finding missing frequencies and interpreting ogives.

Chapter 14: Probability

• Theoretical Probability of Occurrence of Events
• Finding Probability Using Complement of a Known Event
• Tip: Focus on understanding the complement rule and solving basic probability questions.

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