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Circular Motion MCQ • NEB/CEE Physics

Samim Miya
Circular Motion MCQ • NEB/CEE Physics

🔄 Circular Motion

NEB / CEE Physics • Quick Revision

📘 Angular Variables

Angular displacement (θ): Angle swept by radius vector. Unit: radian.

Angular velocity (ω): ω = dθ/dt. Related to linear velocity: v = rω.

Angular acceleration (α): α = dω/dt. Tangential acceleration: at = rα.

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⚡ Centripetal Acceleration & Force

ac = v²/r = rω². Always directed towards center.

Fc = mv²/r = mrω². Necessary for circular motion.

🎯 Conical Pendulum

T cosθ = mg ; T sinθ = mrω². Period Tp = 2π √(L cosθ / g).

🔁 Vertical Circle

Top: T = mv²/r - mg. Bottom: T = mv²/r + mg. Minimum speed at top: √(gr).

🏦 Banking of Roads

tanθ = v²/(rg). Safe speed on banked road: v = √(rg tanθ).

Centripetal force is not a new force; it is provided by existing forces like tension, friction, or normal reaction.

🔄 Circular Motion

NEB / CEE Physics • 50 MCQs

10:00 📌 0/50 answered
🧪 Periodic Table MCQ

1. SI unit of angular displacement is:

2. Angular velocity is a:

3. Relation between linear velocity (v) and angular velocity (ω) is:

4. Centripetal acceleration is directed:

5. Formula for centripetal force is:

6. In uniform circular motion, speed is:

7. Angular acceleration is rate of change of:

8. Tangential acceleration at relates to α by:

9. For a particle moving in circle with constant speed, which is zero?

10. In conical pendulum, which force provides centripetal force?

⚛️ Atomic Structure MCQ

11. Minimum velocity at top of vertical circle of radius r:

12. Banking angle θ is given by:

13. Period of conical pendulum depends on:

14. If radius of circular path doubles, centripetal force for same speed becomes:

15. A cyclist bends while turning to provide:

16. In vertical circle, tension is maximum at:

17. Angular speed of minute hand of clock is:

18. Centripetal force does work on the particle:

19. If speed of particle in circle doubles, centripetal force becomes:

20. Unit of angular acceleration is:

🪱 Earthworm MCQ

21. Banking of roads reduces reliance on:

22. In uniform circular motion, velocity is:

23. A stone tied to string is whirled; if string breaks, stone flies:

24. Centripetal acceleration in terms of angular velocity is:

25. The angle between centripetal force and velocity is:

26. For a conical pendulum, as angle θ increases, period:

27. Maximum safe speed on banked road without friction:

28. Which is NOT a vector quantity?

29. In vertical circle, minimum velocity at bottom to complete loop:

30. If angular velocity is constant, angular acceleration is:

31. Centripetal force and centrifugal force are:

32. A car takes a turn safely; centripetal force is provided by:

33. Angular displacement is measured in:

34. If radius is halved and speed remains same, centripetal acceleration:

35. Tension in string of conical pendulum is:

36. For banking angle 0°, safe speed is:

37. A body in uniform circular motion has:

38. The time period of conical pendulum is independent of:

39. In vertical circle, tension at top is minimum. Its value can be:

40. Which expression represents centrifugal force?

⚖️ Stoichiometry MCQ

41. If a car moves on banked road with speed less than safe speed, it will:

42. One radian equals approximately:

43. A particle moves in circle; angular velocity vector is along:

44. For circular motion, necessary condition is:

45. Ratio of centripetal acceleration at equator to that at pole is:

46. A body moving in circle completes 1 revolution in 2s; angular velocity is:

47. In vertical circle, difference between max and min tension is:

48. A cyclist negotiating a curve leans inward to:

49. Assertion (A): Centripetal force does no work.
Reason (R): Force and displacement are perpendicular.

50. A car of mass m moves on banked road of radius r with speed v; normal reaction is:

🔬 Microbiology Notes
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Published by Samim Miya

Founder of CEE Nexus. I share high-quality medical entrance prep resources to help Nepalese students succeed.

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