Starting from rest, a car accelerates uniformly for 2 seconds, then moves at constant velocity 12 m/s for 3 seconds, and then decelerates uniformly for 3 seconds until it comes to rest. If the total distance (in metres) covered by the car is 10X, the value of X is
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Given Final Velocity v=0, deceleration a=4ms−2 and deceleration time t=3s,
Let u be the velocity before the deceleration is started.
Using v=u+at ⇒0=u−4×3 ⇒u=12,ms−1,
Now , During acceleration, Initial velocity u1=0, time t=2s, Final velocity u=12ms−1,
Let acceleration is a.
Using v=u+at ⇒12=0+a×2 ⇒a=6ms−2
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