Two particles are moving in xy plane. Move along straight lines at constant speed. At time t, particle A's position is provided by x=t+2, y=1/2t-3 and particle B's position: x=12-2t, y= 6-1/3t
a) Determine equation of line along which particle A moves. Draw this line and label A's starting point and direction of motion.
B) Determine equation of line along which particle B moves. Draw this line on same axes and label B's starting point and direction of motion.
c) Determine time (t) at which distance between A and B is minimal. Compute locations of particles A and B at this time, and label them on graph.