Q. A man of mass $60\, kg$ is standing on a boat of mass $140\, kg$, which is at rest in still water. The man is initially at $20\, m$ from the shore. He starts walking on the boat for $4\, s$ with constant speed $1.5\, m / s$ towards the shore. The final distance of the man from the shore is
System of Particles and Rotational Motion
Solution:
Distance travelled by the man on boat in 4 second $=(1.5) \times 4 = 6.0 \,m$
$140 x=60(6-x)$
$140 x=360-60 x$
$x=1.8\, m$
So final distance of the man from the shore will be
$20-(6-1.8)=15.8\, m$
