Two particles A and B move with constant velocities `v_(1)` and `v_(2)` along two mutually perpendicular strainght lines. Towards the intersection point O. At moment `t = 0` the particle were located at distance `l_(1)` and `l_(2)` from O respectively. Find the time when they are nearest and also this shortest distance

Two particles, 1 and 2, move with constant velocities v_1 and v_2 along two mutually perpendicular straight lines toward the intersection point O. At the moment t=0 the particles were located at the distances l_1 and l_2 from the point O. How soon will the distance between the particles become the smallest? What is it equal to?

Two particles, 1 and 2, move with constant velocities v_1 and v_2 along two mutually perpendicular straight lines toward the intersection point O. At the moment t=0 the particles were located at the distances l_1 and l_2 from the point O. How soon will the distance between the particles become the smallest? What is it equal to?

Two particles A and B move with constant velocity vec(v_1) and vec(v_2) along two mutually perpendicular straight lines towards intersection point O as shown in figure, At moment t = 0 particles were located at distance l_1 and l_2 respectively from O. Then minimu distance between the particles and time taken are respectively

Two ships, V and W, move with constant velocities 2 ms^(-1) and 4 ms^(-1) along two mutually perpendicular straight tracks toward the intersection point O. At the moment t=0 , the ships V & W were located at distances 100 m and 200 m respectively from the point O. The distance between them at time t is :-

Two ships, V and W, move with constant velocities 2 ms^(-1) and 4 ms^(-1) along two mutually perpendicular straight tracks toward the intersection point O. At the moment t=0 , the ships V & W were located at distances 100 m and 200 m respectively from the point O. The distance between them at time t is :-

Two ships, V and W, move with constant velocities 2 ms^(-1) and 4 ms^(-1) along two mutually perpendicular straight tracks toward the intersection point O. At the moment t=0 , the ships V & W were located at distances 100 m and 200 m respectively from the point O. The distance between them will be shortest at t= ........

Two ships, V and W, move with constant velocities 2 ms^(-1) and 4 ms^(-1) along two mutually perpendicular straight tracks toward the intersection point O. At the moment t=0 , the ships V & W were located at distances 100 m and 200 m respectively from the point O. The distance between them will be shortest at t= ........

Two ships, V and W, move with constant velocities 2 ms^(-1) and 4 ms^(-1) along two mutually perpendicular straight tracks toward the intersection point O. At the moment t=0 , the ships V & W were located at distances 100 m and 200 m respectively from the point O. The distance between them will be shortest at t= ........