A particle describes a horizontal circle on the smooth surface of an inverted cone. The height of the plane of the circle aove the vertex is 9.8 cm. Find the speed of the particle. Take `g = 9.8 ms^(-2)`.

A particle describes a horizontal circle of radius r on the smooth surface of an inverted cone as shown. The height of plane of circle above vertex is h. The speed of particle should be

A particle describes a horizontal circule on the smooth inner surface of a coincal funnel as shown in Fig. If the height of the plane of the circle above the vertex is 9.8 cm , find the speed of the particle.

A particle describes a horizontal circle on smooth inner surface of a conical funnel as shown. If the height of the plane of the circle. Above the vertax is 10cm , find the speed of the paricle.

A small ball descibes a horozontal circle on the smooth inner surface of a conical funnel. If the height of the plane of the circle above the vertex be 10 cm what is the speed of the particle?

A particle describes a horizontal circle on the smooth inner surface of a conical funnel as shown in figure - 3.44. If the height of the plane of the circle above the vertex is 9.8 cm, find the speed of the particle.

A particle describes a horizontal circle in a conical funne whoses inner surface is smooth with speed of 0.5m//s . What is the height of the plane of circle from vertex the funnel?

A particle is describing circular motion in a horizontal plane in contact with the smooth surface of a fixed rigid circular cone with its axis vertical and vertex down. The heigh of the plane of motion above the vertex is h h and the semi-vertical angle of the cone is alpha The period of revolution of the particle