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A homogeneous rod AB of length L and mass M is hinged at the centre O in such a way that it can rotate freely in the vertical plane. The rod is initially in horizontal position. An insect S of the same mass M falls vertically with speed V on point C, midway between the points O and B. Immediately after falling, the insect starts to move towards B such that the rod rotates with a constant angular velocity 
.
If insect reaches the end B when the rod has turned through an angle of calculate V in terms of L
A homogeneous rod AB of length L and mass M is hinged at the centre O in such a way that it can rotate freely in the vertical plane. The rod is initially in horizontal position. An insect S of the same mass M falls vertically with speed V on point C, midway between the points O and B. Immediately after falling, the insect starts to move towards B such that the rod rotates with a constant angular velocity .
If insect reaches the end B when the rod has turned through an angle of calculate V in terms of L
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A homogeneous rod AB of length L and mass M is hinged at the centre O in such a way that it can rotate freely in the vertical plane. The rod is initially in horizontal position. An insect S of the same mass M falls vertically with speed V on point C, midway between the points O and B. Immediately after falling, the insect starts to move towards B such that the rod rotates with a constant angular velocity .
Calculate angular velocity in terms of V and L
A homogeneous rod AB of length L and mass M is hinged at the centre O in such a way that it can rotate freely in the vertical plane. The rod is initially in horizontal position. An insect S of the same mass M falls vertically with speed V on point C, midway between the points O and B. Immediately after falling, the insect starts to move towards B such that the rod rotates with a constant angular velocity .
Calculate angular velocity in terms of V and L
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Physics
A man of mass 100 kg stands at the rim of a turn table of radius 2m, moment of inertia 4000 kg. The table is mounted on a vertical smooth axis, through its center. The whole system is initially at rest. The man now walks on table with a velocity 1 m/s relative to earth
Through what angle will it have rotated when the man reaches his initial position relative to earth
A man of mass 100 kg stands at the rim of a turn table of radius 2m, moment of inertia 4000 kg. The table is mounted on a vertical smooth axis, through its center. The whole system is initially at rest. The man now walks on table with a velocity 1 m/s relative to earth
Through what angle will it have rotated when the man reaches his initial position relative to earth
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Physics
A man of mass 100 kg stands at the rim of a turn table of radius 2m, moment of inertia 4000 kg. The table is mounted on a vertical smooth axis, through its center. The whole system is initially at rest. The man now walks on table with a velocity 1 m/s relative to earth
Through what angle will the turn table have rotated when the man reaches his initial position on it
A man of mass 100 kg stands at the rim of a turn table of radius 2m, moment of inertia 4000 kg. The table is mounted on a vertical smooth axis, through its center. The whole system is initially at rest. The man now walks on table with a velocity 1 m/s relative to earth
Through what angle will the turn table have rotated when the man reaches his initial position on it
PhysicsMechanics
Physics
A man of mass 100 kg stands at the rim of a turn table of radius 2m, moment of inertia 4000 kg. The table is mounted on a vertical smooth axis, through its center. The whole system is initially at rest. The man now walks on table with a velocity 1 m/s relative to earth
With what angular velocity will the turn table rotate
A man of mass 100 kg stands at the rim of a turn table of radius 2m, moment of inertia 4000 kg. The table is mounted on a vertical smooth axis, through its center. The whole system is initially at rest. The man now walks on table with a velocity 1 m/s relative to earth
With what angular velocity will the turn table rotate
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Physics
A string is wrapped several times on a cylinder of mass M and radius R. the cylinder is pivoted about its axis of symmetry. A block of mass m tied to the string rests on a support so that the string is slack. the block is lifted up to a height h and the support is removed. (shown in figure)
If M = m, what fraction of KE is lost due to the jerk developed in the string
A string is wrapped several times on a cylinder of mass M and radius R. the cylinder is pivoted about its axis of symmetry. A block of mass m tied to the string rests on a support so that the string is slack. the block is lifted up to a height h and the support is removed. (shown in figure)
If M = m, what fraction of KE is lost due to the jerk developed in the string
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Physics
A string is wrapped several times on a cylinder of mass M and radius R. the cylinder is pivoted about its axis of symmetry. A block of mass m tied to the string rests on a support so that the string is slack. the block is lifted up to a height h and the support is removed. (shown in figure)
When the string experience a jerk, a large impulsive force is generated for a short duration, so that contribution of weight mg can be neglected during this duration. Then what will be speed of block m, just after string has become taut
A string is wrapped several times on a cylinder of mass M and radius R. the cylinder is pivoted about its axis of symmetry. A block of mass m tied to the string rests on a support so that the string is slack. the block is lifted up to a height h and the support is removed. (shown in figure)
When the string experience a jerk, a large impulsive force is generated for a short duration, so that contribution of weight mg can be neglected during this duration. Then what will be speed of block m, just after string has become taut
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Physics
A string is wrapped several times on a cylinder of mass M and radius R. the cylinder is pivoted about its axis of symmetry. A block of mass m tied to the string rests on a support so that the string is slack. the block is lifted up to a height h and the support is removed. (shown in figure)
What is the angular velocity of cylinder just before the string becomes taut
A string is wrapped several times on a cylinder of mass M and radius R. the cylinder is pivoted about its axis of symmetry. A block of mass m tied to the string rests on a support so that the string is slack. the block is lifted up to a height h and the support is removed. (shown in figure)
What is the angular velocity of cylinder just before the string becomes taut
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Physics
A wheel is under pure rotational motion about an axis passing through its centre. It moves with constant angular velocity.
A wheel is under pure rotational motion about an axis passing through its centre. It moves with constant angular velocity.
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A rod of length ‘l’ is pivoted smoothly at O is resting on a block of height h. If the block moves with a constant velocity V, pick the current alternatives.
A rod of length ‘l’ is pivoted smoothly at O is resting on a block of height h. If the block moves with a constant velocity V, pick the current alternatives.
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If the resultant of all the external forces acting on a system of particles is zero, then from an inertial frame, one can surely say that
If the resultant of all the external forces acting on a system of particles is zero, then from an inertial frame, one can surely say that
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A sphere of radius 0.10m and mass 10kg rests in the corner formed by a 30° inclined plane and a smooth vertical wall. Choose the correct options
A sphere of radius 0.10m and mass 10kg rests in the corner formed by a 30° inclined plane and a smooth vertical wall. Choose the correct options
PhysicsMechanics
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A cylinder rolls without slipping on a rough floor, moving with a speed v. It makes an elastic collision with smooth vertical wall. After impact
A cylinder rolls without slipping on a rough floor, moving with a speed v. It makes an elastic collision with smooth vertical wall. After impact
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