- Amal Augustine
- December 6, 2025
The Best Ultimate & Essential Collection of 30 Advanced Kinematics Problems for NEET & JEE
Advanced Kinematics Problems is one of the most scoring topics in physics, especially for NEET and JEE aspirants. Understanding how objects move—whether uniformly, with acceleration, or under variable forces—lays the foundation for deeper concepts such as dynamics, circular motion, and work-energy.
Advanced Kinematics Problems is often the first real test of a student’s ability to translate physical situations into mathematical models. For NEET and JEE aspirants, mastering advanced kinematics problems is more than solving equations—it’s about developing intuition for how objects behave in real time. Whether it’s interpreting velocity–time graphs, understanding variable acceleration, or calculating average speeds in complex scenarios, advanced kinematics problems trains the mind to recognise patterns and make fast, accurate decisions.
This collection of advanced kinematics problems is designed to push students beyond the basics and help them build a confident, exam-ready approach to straight-line motion.
This curated set of 30 Advanced Kinematics Problems is crafted to help students sharpen their problem-solving skills. Each question covers essential ideas like velocity–time graphs, average speed, retardation, displacement equations, and real-life motion interpretation. By practising these advanced kinematics problems, students gain confidence, improve accuracy, and build a stronger conceptual base to tackle competitive exams with ease.
Advanced Kinematics Problems: 30 MCQs (With Answers)
1. Ratio of accelerations from v–t graph
Options:
a) √3 : 1
b) 1 : √3
c) 3 : 1
d) 1 : 3
Answer: d
2. Scooterist overtaking a bus
Options:
a) 20 m/s
b) 25 m/s
c) 60 m/s
d) 30 m/s
Answer: d
3. Retardation from displacement equation
Options:
a) 24 m/s²
b) zero
c) 6 m/s²
d) 12 m/s²
Answer: d
4. Distance from speed–time graph
Options:
a) 20 m
b) 30 m
c) 40 m
d) 60 m
Answer: d
5. Speedometer measures
Options:
a) Average speed
b) Average velocity
c) Instantaneous speed
d) Instantaneous velocity
Answer: c
6. Initial velocity from s = 3 – 4t + 5t²
Options:
a) 3 units
b) –3 units
c) 4 units
d) –4 units
Answer: d
7. When velocity becomes zero at t = 2
Options:
a) Displacement must be zero
b) Acceleration may be zero
c) Velocity must remain zero
d) Acceleration must be zero
Answer: d
8. Average acceleration
Options:
a) 3.4 m/s²
b) 3.5 m/s²
c) 3.6 m/s²
d) 3.7 m/s²
Answer: c
9. Force exerted after landing
Options:
a) W
b) 2W
c) 3W
d) 4W
Answer: c
10. Average velocity from v–t graph
Options:
a) 20/7
b) 18/7
c) 36/7
d) 12/7
Answer: b
11. Velocity at t = 2 for s = 8t³ – 2t² + 6t + 7
Options:
a) 108
b) 57
c) 94
d) 41
Answer: c
12. Average speed for three equal segments
Options:
a) 12 km/h
b) 18 km/h
c) 24 km/h
d) 30 km/h
Answer: b
13. Time before stopping under velocity-dependent retardation
Options:
a) √(v₀/b)
b) 2√(v₀/b)
c) 3√(v₀/b)
d) v₀/b
Answer: b
14. Free fall average velocity (10 s)
Options:
a) 100 m/s
b) 10 m/s
c) 50 m/s
d) 5 m/s
Answer: c
15. Ratio of accelerations of A and B from graph
Options:
a) sin 25° : sin 50°
b) tan 25° : tan 40°
c) cos 25° : cos 50°
d) tan 25° : tan 50°
Answer: d
16. Average speed (30 km/h & 20 km/h)
Options:
a) 25 km/h
b) 24 km/h
c) 50 km/h
d) 10 km/h
Answer: b
17. Zero-acceleration x–t graph
Options:
a) Graph A
b) Graph B
c) Graph C
d) Graph D
Answer: c
18. Invalid speed–time graph
Options:
a) (A) and (D)
b) (C) and (E)
c) (D) only
d) (A) only
Answer: d
19. Area under displacement–force curve
Options:
a) Distance travelled
b) Total force
c) Momentum
d) Work done
Answer: d
20. Uniform acceleration graph
Options:
a) Graph A
b) Graph B
c) Graph C
d) Graph D
Answer: b
21. Acceleration for v = √(180 – 16x)
Options:
a) zero
b) 8 m/s²
c) –8 m/s²
d) 4 m/s²
Answer: c
22. Acceleration at t = 4 for x = t³ – 2t
Options:
a) 12
b) 22
c) 24
d) 26
Answer: c
23. Under acceleration what may remain constant?
Options:
a) Both speed & velocity
b) Neither
c) Only velocity
d) Only speed
Answer: d
24. Displacement ∝ t² implies
Options:
a) Velocity is constant
b) Velocity varies non-uniformly
c) Acceleration is constant
d) Acceleration changes continuously
Answer: c
25. Scooterist overtaking bus (repeat context)
Options:
a) 20 m/s
b) 25 m/s
c) 60 m/s
d) 30 m/s
Answer: d
26. Speed of particle (x = 4t², y = 3t²)
Options:
a) 10t
b) 5t
c) 3t
d) 2t
Answer: a
27. Height of roof from v–t graph
Options:
a) 50 m
b) 40 m
c) 20 m
d) 30 m
Answer: b
28. Average speed (mixed speeds)
Options:
a) 5
b) 5.5
c) 5.8
d) 4
Answer: c
29. Aircraft speed from angle subtended
Options:
a) 19.63 m/s
b) 1963 m/s
c) 108 m/s
d) 196.3 m/s
Answer: d
30. Man catching bus
Options:
a) 6 s
b) 5 s
c) 3 s
d) 8 s
Answer: d
Conclusion
Mastering Advanced Kinematics Problems is essential for students aiming to score high in competitive exams like NEET and JEE. These advanced kinematics problems questions cover every crucial area—graph interpretation, average speed, equations of motion, retardation, and acceleration under different conditions. Consistent practice not only strengthens conceptual understanding but also improves speed and problem-solving accuracy. With these 30 advanced kinematics problems well-designed problems and solutions, students can confidently approach straight-line motion questions and build a strong foundation for all higher-level physics topics.
The skills developed through Advanced Kinematics Problems extend far beyond the classroom. From analysing traffic motion to understanding aircraft trajectories, the principles of one-dimensional motion help explain real-world phenomena. These advanced kinematics problems MCQs expand your ability to visualise motion, interpret patterns, and make quick decisions—skills that remain useful in academics and daily life. Keep practising, keep exploring, and let your understanding of motion become a strong foundation for the rest of physics.
Amal Augustine is the founder of ExQuizMe, a dynamic learning and quiz platform built to make education engaging, competitive, and fun. A passionate learner and an academic achiever, Amal completed his schooling at Government HSS Manjapra, graduating with 92.5% in Computer Science. He later earned his degree from St. Stephen’s College, University of Delhi, one of India’s most prestigious arts and science institutions.
Currently, Amal is pursuing his Master’s degree at National Sun Yat-sen University, Taiwan, where he continues to deepen his interest in research and technology. Throughout his school and college years, he won 50+ national-level interschool and collegiate quiz competitions, was
Beyond academics, Amal Augustine is an avid reader of science journals, a dedicated research student, and a technology enthusiast who loves programming and exploring the world of Computer Science. Through ExQuizMe, he aims to make learning accessible, enjoyable, and empowering for students across the globe.