Solve the below given numerical problem:
Suppose a car is moving on a highway and brakes are applied, which cause an acceleration of \(-5\) \(ms^{-2}\). How much will be the distance travelled by the car before coming to a stop, if the car was moving with a velocity of
(i) \(51\) \(km h^{-1}\), and
(ii) \(108\) \(km h^{-1}\) when the brakes were applied?
(i) \(51\) \(km h^{-1}\), and
(ii) \(108\) \(km h^{-1}\) when the brakes were applied?
1. Distance travelled by the car when the velocity is moving with a velocity of \(51\) \(km h^{-1}\) is \(=\) \(m\)
2. Distance travelled by the car when the velocity is moving with a velocity of \(108\) \(km h^{-1}\) is \(=\) \(m\)
[Note: Enter the answer with two two decimal values]