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100+ Free Haryana BSEH Secondary Mathematics — Standard Practice Questions

Board of School Education Haryana (BSEH) Secondary Class 10 Mathematics — Standard practice questions are available now; exam metadata is being verified.

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2026 Statistics

Key Facts: Haryana BSEH Secondary Mathematics — Standard Exam

3 hours

Typical exam duration for Mathematics (Standard)

BSEH Secondary exam logistics / date sheet

~33%

Commonly reported minimum per-subject pass mark

BSEH pass criteria reporting (confirm current circular)

Code 009

Date-sheet code for Mathematics (Standard)

BSEH Secondary date sheet

80+20 pattern

Commonly described theory + internal split (confirm year notice)

BSEH Secondary assessment reporting

Standard ≠ Basic

Distinct paper and distinct practice bank from Mathematics (Basic)

BSEH Mathematics Basic & Standard syllabus page

English MCQ adaptation

This free local bank is not the official mixed paper format

OpenExamPrep practice policy

BSEH Secondary Mathematics (Standard) is a Class 10 board subject distinct from Basic, with a mixed objective + subjective paper lasting about 3 hours (code 009). Pass is commonly ~33% per subject plus aggregate rules as notified. Fees are paid through schools. This free 2026 bank is an English MCQ Standard-level study adaptation — not an official paper simulation.

Sample Haryana BSEH Secondary Mathematics — Standard Practice Questions

Try these sample questions to test your Haryana BSEH Secondary Mathematics — Standard exam readiness. Each question includes a detailed explanation. Start the interactive quiz above for the full 100+ question experience with AI tutoring.

1Using Euclid's division algorithm, HCF(867, 255) is:
A.51
B.17
C.85
D.15
Explanation: 867 = 255×3 + 102; 255 = 102×2 + 51; 102 = 51×2 + 0. Last non-zero remainder is 51, so HCF = 51.
2If a = 2³×3²×5 and b = 2×3³×7, then HCF(a, b) is:
A.2×3²
B.2³×3³
C.2×3
D.2³×3²×5×7
Explanation: HCF uses minimum exponents of common primes: 2¹×3² = 18.
3The decimal expansion of 13/625 terminates after how many places?
A.2
B.3
C.4
D.5
Explanation: 625 = 5⁴, so 13/625 = (13×2⁴)/10⁴ = 0.0208, which terminates after 4 decimal places.
4Which of the following is irrational?
A.√(36/49)
B.√12/√3
C.√2 + √8
D.0.272727…
Explanation: √2 + √8 = √2 + 2√2 = 3√2, which is irrational. √(36/49)=6/7; √12/√3=2; 0.27̅=3/11.
5If HCF(336, 504) = 168, then LCM(336, 504) is:
A.1008
B.2016
C.504
D.1680
Explanation: LCM = ab/HCF = 336×504/168. Since 336/168 = 2, LCM = 2×504 = 1008.
6For every natural number n ≥ 1, √(n² + n) is:
A.always an integer
B.never an integer
C.an integer only when n is square
D.always rational non-integer
Explanation: For n ≥ 1, n² < n²+n < (n+1)², so n²+n lies between consecutive perfect squares and is never itself a perfect square. Hence √(n²+n) is never an integer.
7If α and β are zeros of 2x² − 5x + 3, then 1/α + 1/β equals:
A.5/3
B.3/5
C.2/3
D.5/2
Explanation: 1/α + 1/β = (α+β)/(αβ). Sum = 5/2, product = 3/2, so (5/2)/(3/2) = 5/3.
8A monic quadratic with zeros −2 and 5 is:
A.x² − 3x − 10
B.x² + 3x − 10
C.x² − 3x + 10
D.x² + 7x − 10
Explanation: Sum = 3, product = −10. Form x² − (sum)x + product = x² − 3x − 10.
9When p(x) = x³ − 3x² + x + 1 is divided by (x − 1), the remainder is:
A.0
B.1
C.−1
D.2
Explanation: By the remainder theorem, p(1) = 1 − 3 + 1 + 1 = 0.
10If the sum of the zeros of kx² + 2x + 3k (k ≠ 0) equals their product, then k is:
A.−2/3
B.2/3
C.−3/2
D.3/2
Explanation: Sum = −2/k, product = 3. Set equal: −2/k = 3 ⇒ k = −2/3.

About the Haryana BSEH Secondary Mathematics — Standard Practice Questions

Verified exam format metadata for Board of School Education Haryana (BSEH) Secondary Class 10 Mathematics — Standard is pending. The practice questions above remain available while official exam length, timing, passing score, fee, and administrator details are reviewed.