To aid students in their preparation, the CBSE Class 10 Maths Question Paper 2024 is now available for reference. This comprehensive resource provides insights into the latest exam pattern, types of questions asked, and the marking scheme. Practicing this question paper will help students familiarize themselves with the structure of the exam, enhance their problem-solving speed, and identify areas where they need improvement. It is an indispensable tool for effective exam preparation and success.
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Looking for more study materials? Check out these helpful resources to boost your preparation:
Other Previous Year Math Question Papers
- 📄CBSE Class 10 Math Question paper 2023
- 📄CBSE Class 10 Math Question paper 2022
- 📄CBSE Class 10 Math Question paper 2020
- 📄CBSE Class 10 Math Question paper 2019
- 📘 CBSE Class 10 Maths Syllabus
- 📖 CBSE Class 10 Sample Papers for Maths
Exam Pattern of CBSE Class 10 Maths 2024
Understanding the exam pattern is crucial for effective preparation. The CBSE Class 10 Maths 2024 Question Paper is designed to test students’ conceptual understanding, analytical skills, and problem-solving abilities. Here is an overview of the exam pattern:
Marking Scheme:
- Section A: 20 questions of 1 mark each. (Total: 20 marks)
These questions are straightforward and test basic knowledge and concepts. - Section B: 5 questions of 2 marks each. (Total: 10 marks)
These require slightly detailed answers with intermediate steps. - Section C: 6 questions of 3 marks each. (Total: 18 marks)
These are application-based, requiring logical reasoning and problem-solving. - Section D: 4 questions of 5 marks each. (Total: 20 marks)
These are comprehensive problems involving multiple steps and concepts. - Section E: 3 case-study-based questions, each carrying 4 marks. (Total: 12 marks)
These questions are based on real-life scenarios, designed to test critical thinking.
Total Marks:
- The entire question paper is worth 80 marks.
- An additional 20 marks are allotted for internal assessments conducted by schools, making the final score out of 100.
Internal Choices:
- To reduce exam stress and increase flexibility, the paper includes internal choices in certain questions. These are provided in:
- 2 questions in Section A
- 2 questions in Section B
- 3 questions in Section C
- 2 questions in Section D
This structured marking scheme ensures that students with different levels of understanding have a fair opportunity to score well. Familiarity with the pattern helps students plan their strategy and attempt the paper efficiently during the exam.
Sections in CBSE Class 10 Maths Question Paper 2024
The CBSE Class 10 Maths Question Paper 2024 is divided into five sections: A, B, C, D, and E. Each section is designed to test a range of skills, from basic understanding to advanced problem-solving and application of concepts. Below is a detailed description of each section:
Section A: 1-Mark Questions
- Type of Questions:
Short-answer questions requiring direct answers or calculations. These questions are generally straightforward and test fundamental concepts. - Examples of Topics/Concepts Covered:
- Basic Algebra: Roots of quadratic equations, arithmetic progressions.
- Probability: Basic probability calculations like flipping a coin or selecting an object.
- Trigonometry: Simple identities or ratios.
- Geometry: Basic properties of triangles, medians, or circles.
Section B: 2-Mark Questions
- Type of Questions:
Slightly longer questions requiring a step-by-step approach. These questions may involve a bit of reasoning but are not too complex. - Examples of Topics/Concepts Covered:
- Linear Equations: Solving simultaneous equations.
- Probability: Probability involving playing cards or dice.
- Trigonometry: Evaluations of angles or proving basic identities.
- Geometry: Verifying properties of quadrilaterals or triangles.
Section C: 3-Mark Questions
- Type of Questions:
Moderate-length questions that require application of formulas, logical reasoning, and multiple steps to solve. - Examples of Topics/Concepts Covered:
- Coordinate Geometry: Finding the ratio in which a point divides a line segment.
- Quadratic Equations: Solving for roots or word problems.
- Circles: Proving tangency or solving for lengths of tangents.
- Age Problems: Word problems involving algebra.
Section D: 5-Mark Questions
- Type of Questions:
Long-answer questions requiring detailed solutions. These questions often combine multiple concepts and test deeper understanding and problem-solving skills. - Examples of Topics/Concepts Covered:
- Geometry: Proving theorems, such as dividing triangles in a specific ratio or solving circle-based problems.
- Arithmetic Progressions: Finding terms, sum of series, or solving real-life AP problems.
- Mensuration: Complex problems involving volume or surface area of cylinders, spheres, and cones.
- Application-Based Problems: Combining algebra and geometry concepts.
Section E: Case Study-Based Questions (4 Marks Each)
- Type of Questions:
Real-life scenario-based questions that test the application of mathematical concepts. Each question includes a case or problem statement followed by 2–3 sub-questions. - Examples of Topics/Concepts Covered:
- Geometry in Daily Life: Problems involving shapes like tiles or layouts.
- Statistics: Interpretation of data in a table or graph format (mean, median, mode).
- Trigonometry: Height and distance problems with real-world implications.
- Probability: Scenarios involving games or random selections (e.g., BINGO).
This division ensures the paper evaluates a mix of skills, including knowledge retention, conceptual understanding, and real-life application. Familiarizing oneself with these sections and their question types is key to performing well in the exam.
| Topic | Key Topics | Weightage and Insights |
| Algebra | – Polynomials – Pair of Linear Equations in Two Variables – Quadratic Equations – Arithmetic Progressions | Algebra carries a significant portion of the marks. Questions range from solving roots to complex word problems involving AP and quadratic equations. |
| Geometry | – Triangles (similarity, theorems, and applications) – Circles (tangents, properties of chords, segments) – Coordinate Geometry (distance formula, section formula, area of triangles) | Geometry is crucial, contributing several marks. Includes a mix of proofs, constructions, and applications. |
| Trigonometry | – Trigonometric Ratios – Trigonometric Identities – Heights and Distances | Moderately weighted, with practical problems involving heights and distances commonly tested. |
| Mensuration | – Surface Areas and Volumes of 3D Shapes (cylinders, cones, spheres, hemispheres, frustums) – Real-life applications | Often featured in long-answer and case-study questions, making it a high-scoring topic. |
| Probability | – Classical definition of probability – Problems with coins, dice, cards, and everyday events | Straightforward, usually allocated 1-2 questions. A quick scorer for those with a basic understanding of probability. |
| Statistics | – Mean, Median, Mode (Grouped and Ungrouped Data) – Graphical Representation (histograms, ogives) | Frequently appears in case-study-based questions, combining computational and interpretation-based tasks. |
| Number Systems and Basic Arithmetic | – Real Numbers (HCF, LCM, Euclid’s division lemma) – Rational and Irrational Numbers | Foundational topics, often appearing as simple 1-mark or 2-mark questions. |
Topics with Higher Weightage:
- Algebra – Dominates the question paper with high marks allocated to quadratic equations, AP, and linear equations.
- Geometry – Critical section with extensive coverage of triangles, circles, and coordinate geometry.
- Mensuration – Frequently features in long-answer questions and case studies.
- Trigonometry – Popular in height and distance problems and trigonometric identities.
Tips to Analyze Performance:
- Simulate Exam Conditions:
Attempt the paper in one sitting under timed conditions, just as in the actual exam. Avoid distractions to replicate the real exam environment. - Evaluate and Identify Weak Areas:
After completing the paper, compare your answers with the official marking scheme or solutions. Identify topics where mistakes were made and focus on improving those areas. - Track Progress:
Keep a record of your scores and errors each time you attempt the paper. This will help you monitor your progress over time and ensure continuous improvement. - Work on Speed and Accuracy:
Pay attention to how quickly and accurately you solve each question. Practice strategies to minimize careless mistakes and improve precision. - Seek Guidance:
If you’re unable to solve specific questions, discuss them with teachers or peers. Understanding your errors will ensure you don’t repeat them in the actual exam.
By leveraging the CBSE Class 10 Maths Question Paper 2024 as a practice tool, students can refine their preparation, overcome challenges, and approach the board exam with greater confidence and preparedness.
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