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In the adjoining figure, the frequency of oscillation for a mass will be proportional to
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Important Questions on Simple Harmonic Motion
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In object of mass is suspended from a spring, and it executes S.H.M. with frequency , If the mass is increased times, the new frequency will be
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A spring is made to oscillate after suspending a mass from one of its ends. The time period obtained is seconds. On increasing the mass by , the period of oscillation is increased by. The initial mass will be :
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The time period of a spring pendulum on earth is . If it is taken on the moon, and made to oscillate, the period of vibration will be :
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On loading a spring with bob, its period of oscillation in a vertical plane is . If this spring pendulum is tied with one end to a friction less table and made to oscillate in a horizontal plane, its period of oscillation will be :
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Mass is suspended from a spring of force constant . Spring is cut into two equal parts end same mass is suspended from it, her new frequency will be:
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The spring constant of two springs are K1 and K2 respectively springs are stretch up to that limit when potential energy of both becomes equal. The ratio of applied force (F1 and F2) on them will be :
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The time period of a mass suspended from a spring is . lf the spring is cut into four equal parts and the same mass is suspended from one of the parts, then the new time period will be
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A mass of is connected to a massless spring then time period of small oscillation is . If mass is replaced by mass in same spring, then its time period Ml be :-
