A leftis ascending with an acceleration equal to g/3. What will be the time period of the simple pendulum suspended from its ceiling if its time period in stationary lift is T ?

A leftis ascending with an acceleration equal to g/3. What will be the

1.	A leftis ascending with an acceleration equal to g/3. What will be the time period of the simple pendulum suspended from its ceiling if its time period in stationary lift is T ?
Answer» `T//2` `(sqrt(3//4))T` `T//4` `(sqrt(3//2))T`. SOLUTION :`T=2pi sqrt((l)/(G))` and `T.=2pi sqrt((l)/(g+a))` `implies""T.=2pi sqrt((l)/(g+(g)/(3)))` `:.""T.=2pi sqrt((3L)/(4g))` `implies""T.=sqrt((3)/(4)).T.` Correct CHOICE is (B)`.

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A leftis ascending with an acceleration equal to g/3. What will be the time period of the simple pendulum suspended from its ceiling if its time period in stationary lift is T ?

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