A car accelerates uniformly from rest to a speed of 36 km/hr in 5 seconds. The distance covered by the car in the first 10 seconds is:
v=at→a=v/t=10/5=2 (m/s2)v=at\to a=v/t=10/5=2\ (m/s^2)v=at→a=v/t=10/5=2 (m/s2)
s=at2/2=2⋅102/2=100 (m)s=at^2/2=2\cdot10^2/2=100\ (m)s=at2/2=2⋅102/2=100 (m) - if the car moves with acceleration within 10 s10 \ s10 s
s=at2/2+vt=2⋅52/2+10⋅5=75 (m)s=at^2/2+vt=2\cdot5^2/2+10\cdot5=75\ (m)s=at2/2+vt=2⋅52/2+10⋅5=75 (m) - if the car moves with acceleration for 5 s5 \ s5 s , and
evenly for the next 5 s5 \ s5 s .
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