A truck travelling along a straight road at a constant speed of 72 kph passes a car at time `t = 0` moving much slower. At the instant the truck passes the car, the car starts accelerating at constant `1m//s^(2)` and overtake the truck 0.6 km further down the road, from where the car moves uniformly. Find the distance between them at time `t = 50 s`.

A car travels from rest with a constant acceleration "a" for "t" seconds. What is the average speed of the car for its journey if the car moves along a straight road?

A car travels from rest with a constant acceleration 'a' for 't' seconds. What is the average speed of the car for its journey if the car moves along a straight road?

A car travels from rest with a constant acceleration 'a' for 't' seconds. What is the average speed of the car for its journey if the car moves along a straight road?

A car travels from rest with a constant acceleration 'a' for 't' seconds. What is the average speed of the car for its journey if the car moves along a straight road?

There are two cars on a straight road, marked as x axis. Car A is travelling at a constant speed of V_(A) = 9 m//s . Let the position of the Car A, at time t = 0 , be the origin. Another car B is L = 40 m ahead of car A at t = 0 and starts moving at a constant acceleration of a = 1 m//s^(2) (at t = 0). Consider the length of the two cars to be negligible and treat them as point objects. (a) Plot the position–time (x–t) graph for the two cars on the same graph. The two graphs intersect at two points. Draw conclusion from this. (b) Determine the maximum lead that car A can have.