The acceleration of a particle in the - plane varies with time as a =(2t +3t^2 ) m s ^ -2

PHYSICS · Subjective · AP · Physics 1: Algebra-based · Kinematics · Kinematics

Problem

The acceleration of a particle in the xx-yy plane varies with time as a=(2tı^+3t2ȷ^) m s−2.\mathbf{a}=(2t\hat{\imath}+3t^2\hat{\jmath})\text{ m s}^{-2}. At time t=0t=0, the velocity of the particle is 2 m s−12\text{ m s}^{-1} along the positive xx-direction and the particle starts from the origin. Find the velocity and coordinates of the particle at t=1 st=1\text{ s}.

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