Last Updated On [03-11-2023]
The time period of a simple pendulum, when it is made to oscillate on the surface of moon
1)
Increases
2)
Decreases
3)
Remains unchanged
4)
Becomes infinite
The time period of a simple pendulum, when it is made to oscillate on the surface of moon
1)
Increases
2)
Decreases
3)
Remains unchanged
4)
Becomes infinite
Question ID - 100398 :-
The time period of a simple pendulum, when it is made to oscillate on the surface of moon
1)
Increases
2)
Decreases
3)
Remains unchanged
4)
Becomes infinite
|
The time period of a simple pendulum, when it is made to oscillate on the surface of moon |
|||
|
1) |
Increases |
2) |
Decreases |
|
3) |
Remains unchanged |
4) |
Becomes infinite |
Time period of a simple pendulum of length 
is given by
where 
is acceleration due to gravity.
On moon
Hence, time period increases on the surface of moon.
Next Question :
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Choose the correct statement : |
|
|
1) |
Time period of a simple pendulum depends on amplitude |
|
2) |
Time shown by a spring watch varies with acceleration due to gravity |
|
3) |
In a simple pendulum time period varies linearly with the length of the pendulum |
|
4) |
The graph between length of the pendulum and time period is a parabola |
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