CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved

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Class 10 Mathematics Solved Question Papers: CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved

Explore authentic exam materials through the CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved. Tailored for Class 10 learners, utilizing these Mathematics previous year papers ensures thorough preparation and strengthens time management skills before final CBSE evaluations.

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View or download the dedicated CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved resource below. Engaging with these previous year papers under timed conditions ensures continuous academic progress and mastery of the 2026-27 exam format.

Section – A
 
Question numbers 1 to 10 are multiple choice questions of 1 mark each.
 
Select the correct option.
 
1. The sum of exponents of prime factors in the prime-factorisation of 196 is
 
(a) 3 
 
(b) 4 
 
(c) 5 
 
(d) 2
 
2. Euclid’s division Lemma states that for two positive integers a and b, there exists unique integer q and r satisfying a = bq + r, and
 
(a) 0 < r < b 
 
(b) 0 < r < b
 
(c) 0 < r < b 
 
(d) 0 < r < b
 
3. The zeroes of the polynomial x2 – 3x – m (m + 3) are
 
(a) m, m + 3 
 
(b) –m, m + 3 
 
(c) m, –(m + 3) 
 
(d) –m, –(m + 3)
 
4. The value of k for which the system of linear equations x + 2y = 3, 5x + ky + 7 = 0 is inconsistent is
 
(a) –14 / 3 
 
(b) 2 / 5 
 
(c) 5 
 
(d) 10
 
5. The roots of the quadratic equation x2 – 0.04 = 0 are
 
(a) ± 0.2 
 
(b) ± 0.02
 
 (c) 0.4 
 
(d) 2
 
6. The common difference of the A.P. 1 / p, 1 – p /p , 1 – 2p /p , …… is
 
(a) 1
 
(b) 1 / p 
 
(c) –1 
 
(d) –1 / p
 
7. The nth term of the A.P. a, 3a, 5a, …… is
 
(a) na 
 
(b) (2n – 1) a
 
(c) (2n + 1) a 
 
(d) 2na
 
8. The point P on x-axis equidistant from the points A(–1, 0) and B(5, 0) is
 
(a) (2, 0) 
 
(b) (0, 2) 
 
(c) (3, 0) 
 
(d) (2, 2)
 
9. The co-ordinates of the point which is reflection of point (–3, 5) in x-axis are
 
(a) (3, 5) 
 
(b) (3, –5) 
 
(c) (–3, –5) 
 
(d) (–3, 5)
 
10. If the point P (6, 2) divides the line segment joining A(6, 5) and B(4, y) in the ratio 3 : 1, then the value of y is
 
(a) 4 
 
(b) 3 
 
(c) 2 
 
(d) 1
 
Please click on below link to download CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Solved Set B.

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FAQs

Where can I download the official PDF for CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved?

The CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved is available for download on StudiesToday.com. It includes complete set with all sections so that Class 10 students can practice with the exact same paper that came in the CBSE exams.

Are the solutions for CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved based on the official CBSE marking scheme?

Yes, the solutions for CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved are prepared by subject matter experts as per official marking scheme. Class 10 students will understand the structure of answers and 'step-marks' methodology Mathematics.

How does solving CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved help in preparing for the 2026 exams?

Solving previous year papers like CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved is important to understand repeat themes and question difficulty levels of Mathematics. It helps Class 10 students to test their time management skills too.

Can I access CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved in different languages?

Yes, where applicable, CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved is available in both English and Hindi mediums. All students from Class 10 can access Mathematics study material in their preferred language.

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No, all previous year question papers on StudiesToday, including CBSE Class 10 Mathematics Standard Boards 2020 Question Paper Set 02 Solved, are provided free of charge in mobile-friendly PDF.