Two bodies A and B have masses M and m respec | vedclass

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(B) Since equal and opposite forces are applied to the two bodies,the net external force on the system is zero.According to the property of the centre

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nearer to $A$

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(B) Since equal and opposite forces are applied to the two bodies,the net external force on the system is zero.According to the property of the centre of mass,if the net external force on a system is zero,the centre of mass remains at rest.Therefore,the two bodies will meet at their common centre of mass.The position of the centre of mass is determined by the relation $M x_A = m x_B$,where $x_A$ and $x_B$ are the distances of the bodies from the centre of mass.Since $M > m$,it follows that $x_A This implies that the centre of mass is closer to the body with the larger mass,which is body $A$.

Two bodies $A$ and $B$ have masses $M$ and $m$ respectively,where $M > m$,and they are at a distance $d$ apart. Equal forces are applied to each of them so that they approach each other. The position where they hit each other is

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