A particle moves along a straight line such that at time t it`s displacement from a fixed point O on the line is 3t2- 2(3t square minus 2) .The velocity of the particle when t=2 is:

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Aksh · Answer

displacement (s)=3t×t-2Using the concept of differentiation velocity=ds/dt=d(3t×t-2)/dt=3×2t-0=6tVelocity =6×2=12 L/T

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A particle moves along a straight line such that at time t it`s displacement from a fixed point O on the line is 3t2- 2(3t square minus 2) .The velocity of the particle when t=2 is:

A particle moves along a straight line such that at time t it`s displacement from a fixed point O on the line is 3t2- 2(3t square minus 2) .The velocity of the particle when t=2 is:

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A particle moves along a straight line such that at time t it`s displacement from a fixed point O on the line is 3t2- 2(3t square minus 2) .The velocity of the particle when t=2 is:

A particle moves along a straight line such that at time t it`s displacement from a fixed point O on the line is 3t2- 2(3t square minus 2) .The velocity of the particle when t=2 is:

1 Answers

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