Suppose you have two planes A and B both traveling at a constant velocity. Let's say A travels at a velocity of (-i+6j) m/s, and B at (3i+4j) m/s, and when t=0, plane A has a position vector of (2i-10j) m, and plane B has a position vector of (-26i+4j) m. a) At what time will these planes collide?
b) In what position will the planes collide?

Wo small variable-thrust jets are actuated to keep the spacecraft angular velocity about the z-axis constant at ? 0 = 1.16 rad/s as the two telescoping booms are extended from r1 = 1.18 m to r2 = 4.69 m at a constant rate over a period of 124 seconds. the small 19-kg experiment modules at the ends of the booms may be treated as particles, and the mass of the rigid booms is negligible. determine the necessary thrust t for each jet as a function of time where t = 0 is the time when the telescoping action is begun. after you have the general expression for t, answer the questions. show work.