Why are the internal forces acting on the centre of mass of a system neglected?

  • A
    Because internal forces always occur in action-reaction pairs.
  • B
    Because internal forces do not change the total momentum of the system.
  • C
    Because the vector sum of all internal forces is zero.
  • D
    All of the above.

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Similar Questions

Choose the correct statement$(s)$:
$(A)$ The position of the centre of mass of a system is dependent on the choice of coordinate system.
$(B)$ Newton's second law of motion is applicable to the centre of mass of the system.
$(C)$ Internal forces cannot change the state of the centre of mass.
$(D)$ Internal forces can change the state of the centre of mass.

$A$ monkey of mass $m$ is at rest on a light rope attached to a balloon of mass $M$ in mid-air. If the monkey climbs up the rope and reaches the top of the rope,what is the distance covered by the balloon? (The total length of the rope is $L$)

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Why do internal forces acting within a system not affect its motion?

Internal forces can change

When a bomb explodes during projectile motion,which forces do not contribute to the motion of the centre of mass?

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