A body of mass `0.4kg` starting at origin at `t=0` with a speed of `10ms^(-1)` in the positive x-axis direction is subjected to a constant `F=8` N towards negative x-axis. The position of body after 25s is

A body of mass 0.40 kg moving initially with a constant speed of 10 m s^(-1) to the north is subject to a constant force of 8.0 N directed towards the south for 30 s. Take the instant the force is applied to be t = 0, the position of the body at that time to be x = 0, and predict its position at t = –5 s, 25 s, 100 s.

A body of mass 0.40 kg moving initially with a constant speed of 10 m s^(-1) to the north is subject to a constant force of 8.0 N directed towards the south for 30 s. Take the instant the force is applied to be t = 0, the position of the body at that time to be x = 0, and predict its position at t = –5 s, 25 s, 100 s.

A body of mass 0.40 kg moving initially with a constant speed of 10 m s^-1 to the north is subject to a constant force of 8.0 N directed towards the south for 30 s. Take the instant the force is applied to be t = 0, the position of the body at that time to be x = 0, and predict its position at t = -5 s, 25 s, 100 s.

A body of mass 0 .40 kg moving intially with a constant speed of 10 m//s to the north is subjected to a constant force of 8.0 N directed towards the south for 30 s Take the instant the force is applied to be t = 0 , and the position of the particle at that time to be x = 0 , predict its position at t = -5 s , 25 s , 100 s ?

A body of mass 0.40 kg moving initially with a constant speed of 10 m//s to the north is subjected to a constant force of 8.0 N directed towards the south for 30 s Take the instant the force is applied to be t = 0, and the position of the particle at that time to be x = 0, predict its position at t = -5 s , 25 s, 100 s ?

A body is at rest at x =0 . At t = 0 , it starts moving in the positive x - direction with a constant acceleration . At the same instant another body passes through x= 0 moving in the positive x - direction with a constant speed . The position of the first body is given by x_(1)(t) after time 't', and that of the second body by x_(2)(t) after the same time interval . which of the following graphs correctly describes (x_(1) - x_(2)) as a function of time 't' ?