BSEH Haryana Board Class 9th Maths Model Paper 2026 is an important resource for students preparing for the upcoming board exams. The HBSE Class 9 Maths 2026 exam is expected to be held in February or March 2026, so this is the perfect time for students to begin focused practice.
Solving the latest model paper helps students understand the updated exam pattern, chapter-wise weightage, and types of questions asked in the HBSE Maths paper. It also improves problem-solving skills, accuracy, and time management. Regular practice of the model paper allows students to identify their strong and weak areas, boost confidence, and score higher marks in the final exam. This model paper is highly recommended for smart preparation.
HBSE Class 9 Mathematics Model Paper 2026
1. Which of the following is irrational?
(a) 0.14
(b) 0.1416
(c) 0.1416
(d) 0.4014001400014…………
3. Degree of the zero polynomial is
(a) 0
(b) 1
(c) any natural number
(d) not defined
(a) 1
(b) 9
(c) 18
(d)27
5. The graph of the linear equation 2x+3y=6 cuts the y-axis at the point
(a)(2,0)
(b)(0,3)
(c)(3,0)
(d)(0,2)
6.The linear equation 3x-y=x-1 has:
(a) A unique solution
(b) Two solutions
(c) Infinitely manysolutions
(d) No solution
7. If the coordinates of the two points are P(-2,3)and Q(-3,5),then (abscissa of P)-(abscissa of Q)is
(a)-5
(b)1
(c)-1
(d)-2
8.The number of dimensions,a solid has:
(a) 0
(b) 1
(c) 2
(d) 3
9. The things which are double of the same thing are____________.
10. If two interior angles on the same side of a transversal intersecting twoparallel lines are in the ratio 2:3,then the greater of the two angles is :
(a) 136°
(b) 120°
(c) 108°
(d) 54°
For the detailed HBSE Class 9 Mathematics Model Paper 2026, click on the link given below:
HBSE Class 9 Mathematics Model Paper PDF 2026 |
How to Solve HBSE Class 9 Mathematics Model Paper 2026?
Follow these smart steps to solve the HBSE Class 9 Mathematics Model Paper 2026 effectively and score higher marks:

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Read the full question paper first to understand the difficulty level and types of questions.
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Start with easy questions to build confidence and save time for tough ones.
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Solve each section step-by-step, following the marks distribution properly.
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Use proper formulas and write all steps clearly to score full marks.
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Keep a timer to practise completing the paper within the real exam timing.
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Avoid guesswork in maths, focus on accuracy and correct calculation.
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Recheck all answers at the end to correct calculation mistakes.
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Analyse your performance later to identify weak chapters for revision.
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