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General
Easy
Question
A particle starts SHM from the mean position. Its amplitude is and total energy E . At one instant its kinetic energy is . Its displacement at that instant is
The correct answer is:
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A simple pendulum is oscillating without damping. When the displacement the bob is less than maximum, its acceleration vector is correctly show in figure.
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Two identical springs are connected to mass as shown . If the period of the configuration in [a] is 2 s, the period of the configuration in [b] is
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A cylindrical piston of mass slides smoothly inside a long cylinder closed at one end, enclosing a certain mass of gas. The cylinder is kept with its axis horizontal. If the piston is disturbed from its equilibrium position, it oscillates simple harmonically. The period of oscillation will be
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A particle of mass is released from rest and follows a parabolic path as shown. Assuming that the displacement of the mass from the origin is small, which graph correctly depicts the position of the particle as a function of time
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A simple pendulum with a bob of mass oscillates from to and back to such that is If the acceleration due to gravity is then the velocity of the bob as it passes through is
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Consider the mechanical vibrating systems shown in figure . The vibrations are simple harmonic in
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The angular amplitude of a simple pendulum is . The maximum tension in its string will be
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A and Bare fixed points and the mass M is tied by strings at A and B. If the mass M is displaced slightly out of this plane and released, it will execute oscillations with period ( given
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The displacement of two identical particle executing SHM are represented by equations and For what value of energy of both the particle is same?
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An object suspended from a spring exhibits oscillations of period T. Now the spring is cut in two halves and the same object is suspended with two halves as shown in figure. The new time period of oscillation will become
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A block [b] is attached to two unstretched springs and with spring constants and 4 k, respectively (see figure I). The other ends are attached to identical supports and not attached to the walls. The springs and supports have negligible mass. There is no friction anywhere. The block B is displaced towards wall 1 by a small distance (figure II) and released. The block returns and moves a maximum distance towards wall 2. Displacements and are measured with respect to the equilibrium position of the block B. The ratio is
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physics-General