A particle moving on a smooth horizontal surface strikes a stationary wall. The angle of strike is equal to the angle of rebound & is equal to `37^(@)` and the coefficient of restitution with wall is `e = (1)/(5)`. Find the friction coefficient between wall and the particle form `(X)/(10)` and fill value of X :

A particle strikes a smooth horizontal surface at an angle theta gt 0 and it rebounds at an angle phi as shown

A particle strikes a smooth horizontal surface at an angle theta gt 0 and it rebounds at an angle phi as shown

In the figure shown a particle P strikes the inclined smooth plane horizontally and rebounds vertically if the angle theta is 60^(@) then the coefficient of restitution is:

A particle A of mass m moving on a smooth horizontal surface collides with a stationary particle B of mass 2m directly, situated at a distance d from a wall. The coefficient of restitution between A and B and between B and the wall is e = 1/4. Calculate the distance from the wall where they collide again. Assume that the entire motion takes place along a straight line perpendicular to the wall.

In the figure shown, a particle P strikes the inclined smooth plane horizontally and rebounds vertically. If the angle theta is 60^(@) then the coefficient of restitution is:

In the figure shown, a particle P strikes the inclined smooth plane horizontally and rebounds vertically. If the angle theta is 60^(@) then the coefficient of restitution is:

A particle of mass m moving with a speed u strikes a smooth horizontal surface at an angle 45^(@) . The particle rebounds at an angle phi with speed v . If coefficient of restituion is (1)/(sqrt(3)) , then angle phi is

A particle of mass m moving with a speed u strikes a smooth horizontal surface at an angle 45^(@) . The particle rebounds at an angle phi with speed v . If coefficient of restituion is (1)/(sqrt(3)) , then angle phi is

A particle of mass m moving with a speed u strikes a smooth horizontal surface at an angle 45^(@) . The particle rebounds at an angle phi with speed v . If coefficient of restituion is (1)/(sqrt(3)) , then angle phi is

A particle of mass m strikes on ground with angle of incidence 45^(@) . If coefficient of restitution, e=(1)/(sqrt(2)) , find the velociy after impact and angle of reflection.