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For a compound pendulum, the maximum time period is

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Important Questions on Simple Harmonic Motion

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Alpha Question Bank for Medical: Physics>Chapter 19 - Simple Harmonic Motion>Exercise-1>Q 172
A disc of radius R is suspended from its circumference and made to oscillate. Its time period will be:
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Alpha Question Bank for Medical: Physics>Chapter 19 - Simple Harmonic Motion>Exercise-1>Q 175
Holes are drilled along the diameter of a disc. For a minimum time period, the disc should be suspended from the centre of gravity at a distance of 
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Alpha Question Bank for Medical: Physics>Chapter 19 - Simple Harmonic Motion>Exercise-1>Q 177
The mass of a solid body is 200 gm and oscillates about a horizontal axis at a distance of 20 cms from the centre of gravity. It length equivalent to simple pendulum is 40 cms, its M.I. through the centre of gravity will be
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Alpha Question Bank for Medical: Physics>Chapter 19 - Simple Harmonic Motion>Exercise-1>Q 178
A thin rod of length 1 m is suspended from its end and is made to oscillate in a vertical plane. The distance between the point of suspension and centre of oscillation will be
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Alpha Question Bank for Medical: Physics>Chapter 19 - Simple Harmonic Motion>Exercise-1>Q 179
If a disc is made to oscillate from a point R4 away from centre and the axis of oscillation is perpendicular to the plane of disc, then the length of equivalent simple pendulum will be,
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Alpha Question Bank for Medical: Physics>Chapter 19 - Simple Harmonic Motion>Exercise-1>Q 180
A rod of length L is suspended from its one end and is oscillating. Its time period will be
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Alpha Question Bank for Medical: Physics>Chapter 19 - Simple Harmonic Motion>Exercise-1>Q 181
Time period of a simple pendulum of length l is T1 and time period of a uniform rod of the same length l pivoted about one end oscillating in a vertical plane is T2. Amplitude of oscillation in both the cases is small. Then T1T2 is
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Alpha Question Bank for Medical: Physics>Chapter 19 - Simple Harmonic Motion>Exercise-1>Q 182
A 25 kg uniform solid sphere with a 20 cm radius is suspended by a vertical wire such that the point of suspension is vertically above the centre of the sphere. A torque of 0.10 N m is required to rotate the sphere through an angle of 1.0 rad and then maintain the orientation. If the sphere is then released, its time period of the oscillation will be,