Two particles start moving from the same
point along the same straight line. The first
moves with constant velocity v and the second
with constant acceleration a. During the time
that elapses before the second catches the
first, the greatest distance between the
particles is:
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Answer:
A distance between the two particles is maximum when both have the same velocity
let the second move has a velocity v at time t
v=at
t=av
distance cover by the first paticle s1 is
= s1=vt=v×av=av2
distance cover the particle s2
=21×at2=2av2
distance between both the particle is
s1−s2
=av2−2av2=2av2
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