A car is travelling at 66 km/h and subjected to a deceleration of 4 m/s2 when the brakes are applied and the car finally comes to a stop. Determine the following:(a) the time it takes for the car to stop, t = Answer seconds,(b) the distance (in metres) the car travels in this time, s = Answer metres.

d) The brakes applied to a car moving with a velocity of 10 m/s come to halt in 2s. Calculate the distance it travels after the brakes are applied till it stops

A car has an initial speed of 16 m s-1. It decelerates at 4.0 m s-2 until it stops.What is the distance travelled by the car?A. 4 mB. 16 mC. 32 mD. 64 m

A car begins decelerating at 2 m/s2 and takes 30 meters to stop. How long did the car take to stop?≈ 5.5 s≈ 7.5 s ≈ 4.5 s≈ 8.5 s

A car moving initially at a speed of 50 mi/h (=80 km/h) and weighing 3000 lb (=13,000 N) isbrought to a stop in a distance of 200 ft (=61 m). Find (a) the braking force and (b) the timerequired to stop. Assuming the same braking force, find (c) the distance and (d ) the timerequired to stop if the car were going 25 mi/h (=40 km/h) initially.

A car driver travelling at 72 h-l suddenly sees a fallen tree on the road 40 m ahead. Heputs on the brakes to stop before he hits the tree. To put on the brakes requires 0.75 s(reaction time of the driver), after which the retardation is 8 m s-2.a. What is the total stopping time?b. How far does he travels before the brakes are applied?c. What is his total stopping distance?d. If he subsequently travels at twice the speed, how far ahead should he be ableto see clearly for safety? (Assume the deceleration is the same.)