Solve the below given problem using kinematic equation:
A train starting from rest attains a velocity of \(54\) \(km\ h^{–1}\) in \(7\) \(minutes\). Assuming that the acceleration is uniform, find
(i) the acceleration and
(ii) the distance travelled by the train for attaining this velocity.
(i) the acceleration and
(ii) the distance travelled by the train for attaining this velocity.
From the Equation of motion - \(I\), We know that,
From the Equation of motion - \(III\), We know that,
Acceleration \(=\) \(m\ s^{-2}\)
[Note: Enter your answer in three decimal values by rounding off the fourth decimal value]
Distance travelled \(=\) \(km\)
[Note: Enter your answer with one decimal value by rounding off the second decimal value]