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If you are preparing for the CBSE Class 10 board exams this year, understanding the previous exam patterns is crucial for your success. Familiarizing yourself with past years’ question papers can significantly ease your exam preparations. This approach allows you to gain insight into the types of questions frequently asked by the board and the methods required to solve them effectively. In this article, we provide valuable resources, including last year’s CBSE Class 10 Mathematics question paper, to help guide your preparations in the right direction.
CBSE Class 10 Mathematics Exam Pattern
The Class 10 mathematics examination comprises a total of 80 marks. Here’s a concise breakdown of the exam pattern:
- Question Format: The question paper includes multiple-choice questions, very short answer questions, short answer questions, and long answer questions.
- Experiment-Oriented Questions: Special focus is placed on questions related to experiments.
- Duration: Students are allotted 3 hours to complete the exam.
Key Questions from the Previous Year (2024) CBSE Class 10 Mathematics Exam
| Question Number | Question | Options |
|---|---|---|
| 1 | For the linear equation x + 2y + 5 = 0 and 3x = 6y – 1, the number of solutions is: |
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| 2 | The probability of different numbers appearing when two dice are thrown is: |
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| 3 | A point on the ground, 30m from the base of a vertical tower, has an angle of elevation of 60°. The height of the tower (in meters) is: |
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| 4 | If cos(θ) = 2 and sin(φ) = 1/2, then tan(θ + φ) is: |
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| 5 | The maximum number of tangents that can be drawn from two different points to two intersecting circles is: |
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| 6 | If the HCF (2520, 6600) = 40 and LCM (2520, 6600) = 252 × k, then the value of k is: |
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| 7 | A pair of irrational numbers whose product is rational is: |
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| 8 | The mean of five observations is 15. If the mean of the first three observations is 14 and the mean of the last three is 17, then the third observation is: |
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| 9 | The perimeter of a sector of a circle with a radius of 7 cm, forming a 90° angle at the center, is: |
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CBSE Class 10th Mathematics Standard Question Paper PDF Download
- Set 1 [Download CBSE 10th Mathematics Standard Question Paper]
- Set 2 [Download CBSE 10th Mathematics Standard Question Paper]
- Set 3 [Download CBSE 10th Mathematics Standard Question Paper]
- Set 4 [Download CBSE 10th Mathematics Standard Question Paper]
- Set 5 [Download CBSE 10th Mathematics Standard Question Paper]
- Set 6 [Download CBSE 10th Mathematics Standard Question Paper]
- Set 7 [Download CBSE 10th Mathematics Standard Question Paper]
- Set 8 [Download CBSE 10th Mathematics Standard Question Paper]
- Set 9 [Download CBSE 10th Mathematics Standard Question Paper]
- Set 10 [Download CBSE 10th Mathematics Standard Question Paper]