Question

Derivations of system of particles and rotational motion

Answer 1

there are so many derivations in that chapter specify what type of derivation you want so that we can help you because if you didn't specify we can't answer as the whole chapter is very big and it almost contains derivations or it is just a chapter of derivations and formulas to specify what type of derivation you want so that we can help

Answer 2

system of particles and rotational motion  are :

• We consider a particular strategy, each component of N tip portions, per characterized by an importance index I, which ranges from 1 to N.  Each particle has mass mi and (at a given time) is found in its respective niche.

• If an material moves in a annular way to a particular point or axis, then that motion is called rotation of motion.  Eg: speed of electric fan.  The axis around which the object rotates is called the rotational axis.

• Features of rotation:

      Rotational motion has the following characteristics –

     (i) When an object rotates, each of its particles rotates through the same angle in a given time interval.

     (ii) The axis of rotation is always fixed.

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