Two billiard balls are moving on a table and the component velocities along the length and breadth are 5,5 `ms^(-1)` for one ball `2sqrt(3) 2ms^(-1)` for the other ball the angle between the motion of balls is

Two billiard balls are rolling on a flat table . One has the velocity component V_(x) = 1 ms^(-1) , V_(y) = sqrt(3) m^(-1) and the other has components V_(x) = 2 ms^(-1) and V_(y)=2 ms^(-1) .If both the balls start moving from the same point , what is the angle between their paths ?

Two billiard balls are rolling on a flat table. One has the velocity components v_(x) = 1 ms^(-1), v_(y) = sqrt(3)ms^(-1) and the other has components v'_(x) = 2ms^(-1) and v'_(y) = 2ms^(-1) . If both the balls start moving from the same point, what is the angle between their paths ?

Two billiard ball, rolling a flat table, have started moving from the same point. If their x components of velocities are sqrt3m//s and 2m//s and y components of velocities are 1m//s and 2m//s , respectively, calculate the angle between their paths .

Two billiard balls each of mass 0 .05 kg moving in opposite directions with speed 6 ms^(-1) collide and rebound with the same speed What is the impulse imparted to each ball due to the other ?

Two billiard balls each of mass 0 .05 kg moving in opposite directions with speed 6 ms^(-1) collide and rebound with the same speed What is the impulse imparted to each ball due to the other ?