Three particles with equal mass move with equal speed `v` along the medians of an equilateral triangle as shown. They all collide at the centroid simultaneously. After the collision. `A` comes to rest, `B` retraces it's path with same speed. What is speed of `C` after the collision?

Three particles A, B and C of equal mass move with equal speed V along the medians of an equilateral triangle as shown in hgure. They collide at the centroid G of the triangle. After the collision, A comes to test, B retraces its path with the speed V. What is the velocity of C ?

Three particles A, B and C of equal mass move with equal speed V along the medians of an equilateral triangle as shown in hgure. They collide at the centroid G of the triangle. After the collision, A comes to test, B retraces its path with the speed V. What is the velocity of C ?

Three particles A, B, C, of equal masses move with equal speed V along -the medians of an equiliteral triangle as shown in the diagram below. They collide at the centroid G of the triangle. After the collision A comes to rest, B retraces its path with speed V. What is the velocity of C ?

Three particles A, B and C of equal masses, moving with the same speed 'v' along the medians of an equilateral triangle, collide at the centroid G of the triangle. After collision, A comes to rest B retraces its path with a speed 'v'. The speed of C after the collision is

Three particles A, B and C of equal mass move with equal speed 10 m/sec along the medians of an equilateral triangle as shown in the figure. They collide at the centroid G of the triangle. After the collision, A comes to rest, B retraces its path with the speed 10 m/sec. The velocity of C is _______ m/sec.

Three particles A, B and C of equal mass move with equal speed V = 5 ms^(-1) along the medians of an equilateral triangle as shown in the figure. They collide at the centroid G of the triangle. After the collision, A comes to rest, B retraces its path with the speed V = 5 ms^(-1) . What is the speed of C ?

Three particles A, B and C of equal mass move with equal speed V = 5 ms^(-1) along the medians of an equilateral triangle as shown in the figure. They collide at the centroid G of the triangle. After the collision, A comes to rest, B retraces its path with the speed V = 5 ms^(-1) . What is the speed of C ?

Three particles each of mass m are located at the vertices of an equilateral triangle ABC. They start moving with equal speeds  each along the medians of the triangle and collide at its centroid G. If after collision, A comes to rest and B retraces its path along GB, then C (A) also comes