A block of mass` m_(1) = 1 kg` is horizontally thrown with a velocity of `v = 10 m//s` on a statonary long plank of mass`m_(2) = 2 kg` whose surface has `mu = 0.5 ` plank rest on friction surface find the time when the block comes to rest w.r.t plank

A block of mass m_(1) = 1 kg is horizontally thrown with a velocity of v = 10 m//s on a statonary long plank of mass m_(2) = 2 kg whose surface has mu = 0.5 plank rest on frictionless surface find the time when the block comes to rest w.r.t plank

A block of mass 1 kg is horizontal thrown with a velocity of 10 ms^(-1) on a stationary long of mass 2 kg whose surface has a mu = 0.5 . Plane rest on friction surface find the time when m_(1) comes to rest w.r.t. plane

A block of mass 1 kg is horizontal thrown with a velocity of 10 ms^(-1) on a stationary long of mass 2 kg whose surface has a mu = 0.5 . Plane rest on friction surface find the time when m_(1) comes to rest w.r.t. plane

A small block of mass 1 kg starts moving with constant velocity 2 m/s on a smoth long plank of mass 10 kg which is also pulled by a horizontal force F=10 t where t is is in seconds and f in newton 's (the initial velocity of the plank is zero) Relative velocity of plank with to block when acceleration of plank is 4m//s^(2) wil be

A small block of mass 1 kg starts moving with constant velocity 2 m/s on a smoth long plank of mass 10 kg which is also pulled by a horizontal force F=10 t where t is is in seconds and f in newton 's (the initial velocity of the plank is zero) Displaacement of 1 kg block with respect to plank at the intant when both have same velocity is

A small block of mass 1 kg starts moving with constant velocity 2 m/s on a smoth long plank of mass 10 kg which is also pulled by a horizontal force F=10 t where t is is in seconds and f in newton 's (the initial velocity of the plank is zero) Displaacement of 1 kg block with respect to plank at the intant when both have same velocity is

A man of mass m moves on a plank of mass M with a constant velocity u with respect to the plank, as shown in figure. a.If the plank rests on smooth horizontal surface, determine the velocity of the plank. .

A particle of mass m is projected at an angle of 60^(@) with a velocity of 20m//s relative to the ground from a plank of same mass m which is placed on smooth surface Initially Plank was at rest The minimum length of the plank for which the ball will fall on the plank itself is (g=10m//s^(2))

A particle of mass m is projected at an angle of 60^(@) with a velocity of 20m//s relative to the ground from a plank of same mass m which is placed on smooth surface Initially Plank was at rest The minimum length of the plank for which the ball will fall on the plank itself is (g=10m//s^(2))