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The Haryana Teacher Eligibility Test 2024 (HTET) is an esteemed state-level examination conducted by the Board of School Education, Haryana (BSEH). Set to take place on 7th and 8th December 2024, the exam serves as a crucial pathway for candidates aiming to secure teaching positions in Haryana government schools, including roles for Primary Teachers (PRT), Trained Graduate Teachers (TGT), and Post Graduate Teachers (PGT). The HTET is divided into three levels: Level-1 for Primary Teachers (classes I to V), Level-2 for Trained Graduate Teachers (classes VI to VIII), and Level-3 for Post Graduate Teachers (classes IX to XII).
Each level of the exam assesses a candidate’s aptitude for teaching, their subject knowledge, and their understanding of child development. To succeed, aspirants must stay informed about the latest official updates, exam patterns, and syllabus details. Consistent preparation, along with keeping up with timely notifications, is crucial to perform well in this important exam and secure a rewarding career in teaching.
HTET Quantitative Aptitude Question and Answer
To excel in the HTET 2024, candidates must give special attention to the Quantitative Aptitude section, as it plays a crucial role in assessing their logical reasoning and problem-solving abilities. This section evaluates a candidate’s understanding of numerical ability, arithmetic, data interpretation, and fundamental mathematical concepts. Important topics include percentages, profit and loss, time and work, ratio and proportion, averages, simplification, and number systems, all of which demand both accuracy and speed.
Practicing previous years’ question papers, sample tests, and mock exams regularly can help candidates familiarize themselves with the exam pattern and improve time management. A solid grasp of Quantitative Aptitude not only ensures high scores but also boosts overall performance in the HTET exam. To aid candidates in their preparation, we offer a collection of free Quantitative Aptitude questions and answers, complete with detailed explanations, for effective practice.
HTET Quantitative Aptitude Question: Overview
The HTET 2024 (Haryana Teacher Eligibility Test) is a state-level examination conducted by the Board of School Education, Haryana (BSEH), scheduled to take place on 7th and 8th December 2024. Organized annually, this exam will be held in an offline, pen-and-paper format with a duration of 2 hours and 30 minutes. It comprises 150 multiple-choice questions (MCQs), carrying a total of 150 marks, with 1 mark for each correct answer and no negative marking. The question paper will be provided in a bilingual format (English and Hindi) to accommodate a diverse range of candidates.
The primary purpose of HTET 2024 is to assess the eligibility of aspiring teachers for various levels in Haryana government schools: Primary Teachers (PRT) for classes I to V, Trained Graduate Teachers (TGT) for classes VI to VIII, and Post Graduate Teachers (PGT) for classes IX to XII. This examination is a vital milestone for candidates pursuing a teaching career in the state, providing them with the opportunity to secure prestigious teaching positions.
HTET Exam Date 2024 | |
Exam Name | Haryana State Teacher Eligibility Test (HTET ) |
Conducting Body | Board of School Education, Haryana (BSEH) |
Exam Level | State-level |
Exam Frequency | Once in a year |
Exam Mode | Conventional (pen and paper) |
Exam Duration | Two and a half hours |
Total Marks | 150 Marks (30 Marks dedicated to Quantitative Aptitude Section) |
Total Questions | 150 Questions (30 Questions dedicated to Quantitative Aptitude Section) |
Language | Bilingual ( English and Hindi) |
Exam Purpose | To offer eligibility to teaching aspirants for Primary Teachers (PRT), Trained Graduate Teachers (TGT), and Post Graduate Teachers (PGT) in Government Schools in Haryana |
HTET Quantitative Aptitude Questions and Answers
Q1. A square number is divisible by 6. Then, which of the following statements need not always be true about that square number?
(a) It is divisible by 36
(b) Its square root is divisible by 6
(c) Its square root is divisible by 3
(d) Itis divisible by 24
Q2. Which of the following numbers is divisible by 3 and 4 both?
(a) 1716
(b) 1816
(c) 1713
(d) 1178
Q3. After joining as a chemist in a fire cracker production company, Meenu was told that to make a specific type of gun powder; Carbon, Sulphur and Pottasium Nitrate must to be mixed in the ratio 3 : 2: 1. If 1.2 kg of gun powder is to be made, then how much Sulphur she should add?
(a) 200g
(b) 300g
(c) 400g
(d) 600g
Q4. When Babu purchased a new Nissan Micra in 2020, its price was 5,00,000 /-. Every year, its price will decrease 4% from that years price. What will be its price (in rupee) in the year 2022?
(a) 4,80,000
(b) 4,60,800
(c) 4,60,000
(d) 5,60,800
Q5. A ten litre mixture consists of acid and water only. The acid is 60% in that mixture. If we want to make the percentage of water 25% in the mixture, then how much more acid has to be added to it?
(a) 3L
(b) 4L
(c) 6L
(d) 7L
(a) 1/4
(b) 1/3
(c) 1/2
(d) 1
Q7.
(a) 0
(b) 1
(c) 13
(d) 23
Q8. The measures of four angles of a quadrilateral are in the ratio of 1:2:3:4. What is the measure of the smallest angle?
(a) 18°
(b) 20°
(c) 36°
(d) 72°
Q9. If a polyhedron has 6 faces and 12 edges, then number of its vertices is:
(a) 4
(b) 8
(c) 14
(d) 18
Q10. In a rectangle ABCD, AC= (2x +3) cm and BD=(3x—5) cm. Then, value of (2x +09) is:
(a) 8
(b) 16
(c) 25
(d) 27
Q11. Bisectors of angles B and C of a triangle ABC intersect at a point O. If ∠BOC=105° then
∠BAC is equal to:
(a) 15°
(b) 30°
(c) 45°
(d) 50°
Q12. If x and y are respectively the supplement and complement of an angle 60° then value of(x+y) is equal to:
(a) 120°
(b) 185°
(c) 145°
(d) 150°
Q13. Area of a rhombus, whose diagonals are of lengths 12 cm and 25 cm, is:
(a) 150 cm²
(b) 100 cm²
(c) 300 cm²
(d) 75 cm²
Q14. MORE is a trapezium in which as MO||RE, MO = 24 units and RE = 18 units. If area of the trapezium is 336 square units, then the distance between MO and RE is:
(a) 12 units
(b) 14 units
(c) 16 units
(d) 18 units
Q15. A gift box of cuboidal shape has to be covered by paper which costs ₹ 0.50 per square centimetre. If the box has dimensions 8cm X 3 cm X 5 cm, then the cost of the paper will be:
(a) ₹ 158.00
(b) ₹ 79.00
(c) ₹ 316.00
(d) ₹ 790.00
Solutions for HTET Quantitative Aptitude Questions
S1. Ans.(d)
S2. Ans.(a)
S3. Ans.(c)
S4. Ans.(b)
S5. Ans.(c)
S6. Ans.(c)
S7. Ans.(b)
S8. Ans.(c)
S9. Ans.(b)
S10. Ans.(c)
S11. Ans.(b)
S12. Ans.(d)
S13. Ans.(a)
S14. Ans.(c)
S15. Ans.(b)
Download the HTET Quantitative Aptitude Questions and Answers PDF
Click the direct link to download the detailed HTET Quantitative Aptitude Question and Answer PDF. This essential resource contains 30 HTET Quantitative Aptitude questions and answers, covering both content and pedagogy, to help candidates strengthen their preparation.
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HTET Quantitative Aptitude Questions and Answers PDF in English | Click Here to Download |
HTET Quantitative Aptitude Questions and Answers PDF in Hindi | Click Here to Download |