BSSC Inter Level · Previous year papers · 2022
BSSC Inter Level 2022 previous year paper practice · PYQ-pattern set
18 PYQ-pattern questions modelled on the 2022 paper (which had 150) · 120 min
Every question here is freshly worded in the pattern of the 2022 paper — same topics, style and difficulty — not the original questions, which Shishya does not reproduce.
Shishya's own practice questions, set out subject by subject like the real paper — not the original paper.
Solve these 18 2022-pattern questions as a timed mock — free
18 PYQ-pattern questions modelled on the 2022 paper (which had 150) · instant scoring · topic-wise analysis. Sign up with Google, free, to attempt and track your progress.
Stuck on a question from this set?
Ask Shishya — your free AI tutor — to explain any BSSC Inter Level 2022-pattern question, concept, or shortcut, step by step, in your language.
Ask Shishya about this set →BSSC Inter Level 2022 PYQ-pattern questions
Showing 10 of the 18 PYQ-pattern questions in this set — freshly worded in that year's pattern, not the original questions. Answers and solutions open under each question.
Q1 · Indian Economy
Which organization releases the 'World Economic Outlook' report periodically?
- A. World Bank
- B. International Monetary Fund (IMF)
- C. Asian Development Bank
- D. World Trade Organization
Answer and solution
Answer: B
The 'World Economic Outlook' report is published by the International Monetary Fund (IMF) twice a year, providing analysis and projections on global economic developments.
Q2 · History
Which Mughal emperor prohibited the practice of 'Sati' during his reign?
- A. Akbar
- B. Jahangir
- C. Shah Jahan
- D. Aurangzeb
Answer and solution
Answer: A
Akbar was the first Mughal emperor who prohibited the practice of Sati in cases where the widow did not wish to die, though he did not ban it completely.
Q3 · Matter and its Nature
Which of the following processes involves both physical and chemical changes?
- A. Melting of ice
- B. Burning of a candle
- C. Dissolving sugar in water
- D. Magnetization of iron
Answer and solution
Answer: B
Burning of a candle involves both melting of wax (physical change) and combustion of wax vapour producing carbon dioxide and water (chemical change).
Q4 · Light and Optics
The splitting of white light into its constituent colours is called:
- A. Reflection
- B. Refraction
- C. Dispersion
- D. Diffraction
Answer and solution
Answer: C
Dispersion is the phenomenon where white light splits into its seven constituent colours (VIBGYOR) when passing through a prism due to different wavelengths bending at different angles.
Q5 · Diseases and Health
Which vitamin deficiency causes a disease known as scurvy?
- A. Vitamin A
- B. Vitamin B12
- C. Vitamin C
- D. Vitamin D
Answer and solution
Answer: C
Scurvy is caused by deficiency of Vitamin C (ascorbic acid), which leads to symptoms like bleeding gums, weakness, and poor wound healing.
Q6 · Number System
Which of the following numbers is a prime number?
- A. 51
- B. 57
- C. 61
- D. 63
Answer and solution
Answer: C
61 is a prime number as it has no divisors other than 1 and itself. 51 = 3×17, 57 = 3×19, and 63 = 9×7 are all composite numbers.
Q7 · Ratio and Proportion
The ratio of the ages of A and B is 5:7. After 6 years, the ratio of their ages will be 3:4. What is the present age of B?
- A. 35 years
- B. 28 years
- C. 42 years
- D. 21 years
Answer and solution
Answer: C
Let present ages be 5x and 7x. After 6 years: (5x+6)/(7x+6) = 3/4. Cross-multiplying: 4(5x+6) = 3(7x+6), so 20x+24 = 21x+18, giving x = 6. B's age = 7×6 = 42 years.
Q8 · Simplification
Simplify: (2.4 × 0.5 + 0.6) ÷ 0.3
- A. 6
- B. 5
- C. 4.5
- D. 5.5
Answer and solution
Answer: A
Numerator: 2.4×0.5 = 1.2, plus 0.6 = 1.8. Working backwards, the answer times 0.3 must equal 1.8, so answer = 1.8/0.3 = 6, matching option A.
Q9 · Mensuration
A metallic sphere of radius 6 cm is melted and recast into small spheres each of radius 2 cm. How many small spheres can be formed?
- A. 24
- B. 27
- C. 30
- D. 36
Answer and solution
Answer: B
Volume of large sphere = (4/3)π(6³) = 288π cm³. Volume of one small sphere = (4/3)π(2³) = (32π/3) cm³. Number of small spheres = 288π ÷ (32π/3) = 27.
Q10 · Time and Distance
Two trains of equal length running in opposite directions cross each other in 12 seconds. If their speeds are 40 km/hr and 50 km/hr respectively, what is the length of each train?
- A. 75 m
- B. 100 m
- C. 125 m
- D. 150 m
Answer and solution
Answer: D
Relative speed = 40 + 50 = 90 km/hr = 25 m/s. Total distance = 2 × length of one train. Distance = speed × time = 25 × 12 = 300 m. Length of each train = 300/2 = 150 m.
Breakdown by subject
General Studies and General Awareness
2 questions
General Science
3 questions
General Mathematics
5 questions
Mental Ability and Logical Reasoning
2 questions
Hindi Language
3 questions
Computer Knowledge
3 questions