A car starting from rest passes two successive milestones A and B that are 250 m apart. It takes 60 s to pass A and another 60 s to pass from A to B. Find the velocities of the car when it passes milestone A and milestone B. Assume that the acceleration of the car is uniform
"x=\\frac{at^2}2,"
"x+s=\\frac{a(2t)^2}2=2at^2,"
"s=\\frac{3at^2}2,"
"a=\\frac{2s}{3t^2}=0.046~\\frac m{s^2},"
"v_1=at=2 .8~\\frac ms,"
"v_2=2at=5.6~\\frac ms ."
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