A train starts from rest with constant acceleration `a=1 m//s^(2)` A passenger at a distance S from the train runs at this maximum velocity of `10 m//s` to catch the train at the same moment at which the train starts.
If `S=25.5` m and passenger keeps running, find the time in which he will catch the train:

A train starts from rest with constant acceleration a=1 m//s^(2) A passenger at a distance S from the train runs at this maximum velocity of 10 m//s to catch the train at the same moment at which the train starts. Find the speed of the train when the passenger catches it for the critical distance:

A train starts from rest with constant acceleration a=1 m//s^(2) A passenger at a distance S from the train runs at this maximum velocity of 10 m//s to catch the train at the same moment at which the train starts. Find the critical distance S_(c) for which passenger will take the ten seconds time to catch the train

A train starts from rest at S = 0 and is subjected to an acceleration as shown in figure. Then,

A train starts from rest at S = 0 and is subjected to an acceleration as shown in figure. Then,

A train starts from rest and moves with a constant accelerationof 2.0 m/s^2 for half a minute. The brakes are then applied and the train comes to rest in one minute. Find a. the total distance moved by the train, b. the maximum speed attained by the train and c. the position(s) of the train at half the maximum speed.

A train starts from rest and moves with a constant accelerationof 2.0 m/s^2 for half a minute. The brakes are then applied and the train comes to rest in one minute. Find a. the total distance moved by the train, b. the maximum speed attained by the train and c. the position(s) of the train at half the maximum speed.

A train starts from rest and moves with a constant accelerationof 2.0 m/s^2 for half a minute. The brakes are then applied and the train comes to rest in one minute. Find a. the total distance moved by the train, b. the maximum speed attained by the train and c. the position(s) of the train at half the maximum speed.

A train starting from rest is moving along a straight track with a constant acceleration fo 2.5m//s^(2) . A passenger at rest in the train observes a particle of mass 2kg to be at rest on the floor with which it has a coefficient of friction mu_(s) = mu_(k) = 0.5 .Six seconds after the starting of the train , a horizontal force F = 13N is applied to the particle for two seconds duration. The passenger now observes the particle to move perpendicular to the direction of the train. (a) calculate the kinetic energy of the particle with respect to the passenger at the end of 8 seconds after starting of the train. ( b) repeat the calculate of ( a) for an observer on the ground.