The Mass m and of the bob of a seconds pendulum A is the double mass of m' of the bob of an a second pendulum B. how are there in time period related ?
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>>>>>>>>>>>>>>>> >>>>>>>>
Mass of Bob A ------------ 2 m'
Mass of Bob B ------------- m'
Length of Pendulum A ----------- 100 cm
Length of Pendulum B ---------- 100 cm
Acceleration due to gravity is equal in both cases
TIME = 2 Π √{l/g}. (Π means pie )
In the above equation there is no role of mass (m) and Length and g are equal.
Hence, we can safely conclude that the time period of both the bobs is equal.
ANSWER - THERE IS NO DIFFERENCE IN THEIR TIME PERIOD
CONCLUSION - TIME PERIOD OF A PENDULUM DOES NOT DEPEND ON MASS IF THE BOB.
<>>>>>>>>>>>>>>>>>>>>>>>>>>>
HOPE IT HELPS :):):):):):):):):):):):):):):)
>>>>>>>>>>>>>>>> >>>>>>>>
Mass of Bob A ------------ 2 m'
Mass of Bob B ------------- m'
Length of Pendulum A ----------- 100 cm
Length of Pendulum B ---------- 100 cm
Acceleration due to gravity is equal in both cases
TIME = 2 Π √{l/g}. (Π means pie )
In the above equation there is no role of mass (m) and Length and g are equal.
Hence, we can safely conclude that the time period of both the bobs is equal.
ANSWER - THERE IS NO DIFFERENCE IN THEIR TIME PERIOD
CONCLUSION - TIME PERIOD OF A PENDULUM DOES NOT DEPEND ON MASS IF THE BOB.
<>>>>>>>>>>>>>>>>>>>>>>>>>>>
HOPE IT HELPS :):):):):):):):):):):):):):):)
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