Consider two cars moving perpendicular to each other as shown. Initially distance between 100m. Velocity of A is `10sqrt(3)` m/s and velocity of B is 10m/s. Then

One of the rectangular of a velocity 20m/s is 10sqrt(3)m/s .Find the other component

Out of the two cars A and B car A is moving towards east with velocity of 10 m/s whereas B is moving towards north with a velocity 20 m/s, then velocity of A w.r.t B is ( nearly )

Out of the two cars A and B car A is moving towards east with velocity of 10 m/s whereas B is moving towards north with a velocity 20 m/s, then velocity of A w.r.t B is ( nearly )

A car is travelling along a straight line and covers one-fourth of the total distance with a velocity of 10m/s. the remaining distance is covered with a velocity of 5m/s. calculate the average velocity of the car.

Two particles A and B separated by 10 m at time t = 0 are moving uniformly. A is moving along line AB at a constant velocity of 4 m//s and B is moving perpendicular to the velocity of A at a constant velocity of 5 m//s . After what time the two particles will be nearest to each other?

Two objects A and B are moving towards each other with velocities 10 m/s and 12 m/s respectively as shown (i) find out velocity of A with respect to B . (ii ) find out velocuty of B with respect to A

When two bodies move uniformly towards each other, the distance between them diminishes by 16 m every 10 s . If bodies move with velocities of the same magnitude and in the same direction as before the distance between then will decrease 3 m every 5 s . The velocity of each body is.

When two bodies move uniformly towards each other, the distance between them diminishes by 16 m every 10 s . If bodies move with velocities of the same magnitude and in the same direction as before the distance between then will decrease 3 m every 5 s . The velocity of each body is.

A car is moving in a circular path of radius 100 m with velocity of 200 m/sec such that in each sec its velocity increases by 100 m/s, the net acceleration of car will be - (in m/sec)