A particle moves in a straight line such that its velocity varies with position as v=2x the average velocity of the particle
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V=2x
Vavg= (u+v1+v2........(n terms) )/n
Vavg=2x+2(x+1)....../n
Vavg=2(x+(x+1).....)/n
=2x+(2n)/n
=2(x+n)/n
Vavg= (u+v1+v2........(n terms) )/n
Vavg=2x+2(x+1)....../n
Vavg=2(x+(x+1).....)/n
=2x+(2n)/n
=2(x+n)/n
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