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Starting from Newton's second law of mot...

Starting from Newton's second law of motion, derive the equation of motion of a particle (capable of rotation about an axis) on which a torque r is acting. Assume that the motion of the particle is in a plane.

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MODERN PUBLICATION-Rotational Motion-Exercise
  1. Given that vec A = Ax hat i + Ay hat j+Az hatk and vec B = Bx hat i + ...

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  2. Derive an expression for the area of a triangle in terms of the cross-...

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  3. Starting from Newton's second law of motion, derive the equation of mo...

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  4. Define the term torque. Show that torque is given by the product of th...

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  5. Derive expression for torque in cartesian co-ordinate system.

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  6. Deduce the relation between torque and moment of inertia.

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  7. Derive expression for torque in cartesian co-ordinate system.

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  8. Derive expression for the torque acting on a system of n-particles

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  9. Obtain the expression for angular momentum of a particle moving in XY-...

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  10. Derrive expression for the angular momentum of a system in cartesian c...

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  11. Derive an expression for rotational kinetic energy and hence define mo...

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  12. Prove that the time rate of change of the angular momentum of a partic...

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  13. Derive a relation between angular momentum and torque.

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  14. Define angular momentum. What are its units ? Establish the relation b...

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  15. Define torque and the angular momentum. Show that vec tau = (d vecL)/(...

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  16. Obtain the relation between the torque and the angular momentum.

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  17. Derive the relation between the torque and the angular momentum. Hence...

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  18. State and prove the principle of momentum.

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  19. State and explain the law of conservation of angular momentum.

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  20. State law of conservation of angular momentum. Illustrate it with the ...

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