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Gravitational – 5

Welcome to your Gravitational - 5

1. 
Purpose of torsion wire in Cavendish experiment

2. 
Acceleration due to gravity at depth d inside Earth is

3. 
Why Cavendish experiment is difficult

4. 
If Earth shrinks keeping mass same, g at surface

5. 
Dimension of G is

6. 
Gravitational field at the centre of Earth is

7. 
Gravitational potential at infinite distance is taken as

8. 
Value of g inside Earth varies with

9. 
Orbital speed of a satellite decreases when

10. 
At what depth inside Earth is g half its surface value?

11. 
Gravitational field lines are

12. 
In Cavendish experiment, restoring torque is proportional to

13. 
Value of G is same on

14. 
Value of g at poles compared to equator is

15. 
Gravitational force inside a solid sphere at r = 0 is

16. 
Cavendish experiment helped prove

17. 
Force exerted by Earth on Sun is

18. 
Newton’s law of gravitation is exactly applicable for

19. 
Direction of gravitational force on Earth due to Sun is

20. 
If distance between masses is doubled in Cavendish experiment, force becomes

21. 
In Cavendish experiment, deflection angle θ increases if

22. 
If radius of Earth decreases keeping mass constant, g

23. 
At centre of Earth, gravitational potential is

24. 
In Cavendish experiment, gravitational force is measured using

25. 
At centre of Earth, acceleration due to gravity is

26. 
Acceleration due to gravity on Earth’s surface is

27. 
Net gravitational force at centroid of equilateral triangle with equal masses

28. 
Acceleration due to gravity at height h above Earth (h ≪ R) is

29. 
Unit of gravitational constant G is

30. 
At what height above Earth does g become half?

31. 
Acceleration due to gravity at height h (h

32. 
If gravitational constant G were doubled, gravitational force would

33. 
Gravitational constant G is determined by measuring

34. 
Force acting on a satellite in circular orbit is

35. 
If distance between two masses is halved, force becomes

36. 
If Earth rotates faster, g at equator

37. 
SI unit of gravitational field intensity is

38. 
Gravitational force between two equal masses m at distance r is

39. 
Gravitational force inside hollow Earth is

40. 
Mass of Earth is assumed concentrated at centre when calculating g for

41. 
Outside Earth, g varies with distance as

42. 
If Earth’s mass doubles, g becomes

43. 
Variation of g with depth is linear because

44. 
Gravitational force is weakest among fundamental forces because

45. 
Superposition principle may fail in

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