A particle is moving along a coordinates line such that its position at any time T is given by X equal to cube of t minus 18 into t+ 11 find its speed velocity and acceleration when t equal to one
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velocity = dx/dt = 3t^2 -18
put t = 1
3-18
-15t
acceleration = d(dv/dt)/dt = 6t
put t=1
6
put t = 1
3-18
-15t
acceleration = d(dv/dt)/dt = 6t
put t=1
6
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