A pendulum suspended from ceiling of a train has a time period T, when the train is at rest. When the train is accelerating with uniform acceleration 'a', the period of oscillation will

A pendulum suspended from ceiling of a train has a time period T, when

1.	A pendulum suspended from ceiling of a train has a time period T, when the train is at rest. When the train is accelerating with uniform acceleration 'a', the period of oscillation will
Answer» Decrease Increase Remains UNAFFECTED Becomes infinite. Solution :When TRAIN is at rest `T=2pi sqrt((L)/(g))`. When train accelerates then net acceleration is `a_("net")=sqrt(g^(2)+a^(2))gt g` `:. T.=2pi sqrt((l)/(sqrt(g^(2)+a^(2))))` Sotime PERIOD decreases. Correct choice is (a).

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A pendulum suspended from ceiling of a train has a time period T, when the train is at rest. When the train is accelerating with uniform acceleration 'a', the period of oscillation will

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