2. For time 120, a particle moves in the xy-plane with position (x(i),y(i)) and velocity vector (-:- 1)e", sin(125)). At
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2. For time 120, a particle moves in the xy-plane with position (x(i),y(i)) and velocity vector (-:- 1)e", sin(125)). At
2. For time 120, a particle moves in the xy-plane with position (x(i),y(i)) and velocity vector (-:- 1)e", sin(125)). At time t = 0, the position of the particle is (-2,5), (a) Find the speed of the particle at time I = 1.2. Find the acceleration vector of the particle at time I = 1.2. (b) Find the total distance traveled by the particle over the time interval O SIS 1.2. (C) Find the coordinates of the point at which the particle is farthest to the left for 1 2 0. Explain why there is no point at which the particle is farthest to the right for 1 2 0. Write your responses to this question only on the designated pages in the separate Free Response booklet. Write your solution to each part in the space provided for that part.
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