briefmock.com

"📘 Here is the NEET 2026 syllabus – Download Now"

Gravitational – 3

Welcome to your Gravitational - 3

1. 
Escape velocity from Earth depends on

2. 
Escape velocity of a planet is directly proportional to

3. 
If torque on a system is zero, which quantity remains constant?

4. 
Orbital velocity of satellite near Earth surface is

5. 
Kepler’s second law applies because gravitational force is

6. 
Which of the following is a central force?

7. 
Areal velocity is maximum when planet is

8. 
Central force always acts

9. 
If Earth’s radius is doubled keeping mass same, escape velocity becomes

10. 
Geostationary satellite has time period equal to

11. 
Escape velocity is independent of

12. 
The area swept by radius vector in time Δt is proportional to

13. 
A satellite of very small mass revolves around Earth. Force on satellite is

14. 
Central force does not cause change in

15. 
Angular momentum of a particle under central force is

16. 
Escape velocity from Earth surface is approximately

17. 
Expression for g at height h (h ≪ R) is

18. 
Kepler’s second law is equivalent to conservation of

19. 
If orbital radius increases, total energy of satellite becomes

20. 
Formula for escape velocity is

21. 
Escape velocity does not depend on

22. 
Geostationary satellite revolves in

23. 
Energy of satellite in circular orbit is

24. 
At height equal to Earth’s radius, g becomes

25. 
Torque acting on a particle under central force is

26. 
Orbital velocity depends on

27. 
Areal velocity of a particle under central force is

28. 
For inverse square force, orbit of planet can be

29. 
Escape velocity from Moon is less because Moon has

30. 
A force always directed towards a fixed point is called

31. 
A body projected vertically upward with escape velocity will

32. 
Escape velocity of a planet is directly proportional to

33. 
Gravitational force between Sun and planet acts along

34. 
Central force depends on

35. 
If a body is projected with speed greater than escape velocity, it will

36. 
Rate of change of angular momentum equals

37. 
g decreases with height because

38. 
Time period of satellite increases when

39. 
If force acting on a planet is central, its areal velocity is

40. 
For a planet in orbit, area swept in short time Δt equals

41. 
If angular momentum increases, areal velocity

42. 
g at infinite height is

43. 
Motion of a particle under central force is confined to

44. 
Relation between escape velocity and orbital velocity is

45. 
Weightlessness in satellite occurs because

Leave a Reply

Your email address will not be published. Required fields are marked *