In the above figure, a solid consisting of a cylinder surmounted by a cone at one end and a hemi-sphere at the other. Find the volume of the solid.

The adjoining figure represents a solid consisting of a cylinder surmounted by a cone at one end and a hemisphere at the other end. Given that common radius =3.5 cm the height of the cylinder =6.5 cm and the total height =12.8 cm , claculate the volume of the solid correct to the nearest cm.

The adjoining figure represents a solid consisting of a cylinder surmounted by a cone at one end and a hemisphere at the other end. Given that common radius =3.5 cm the height of the cylinder =6.5 cm and the total height =12.8 cm , claculate the volume of the solid correct to the nearest cm.

In the Fig., solid consists of a cylindrical section of length 6.5 cm and surmounted by a cone at one end, a hemisphere at the other end. Given that common radius is 3.5 cm and the total height of solid is 12.8 cm find the volume of solid

The following figure shows a model of rocket consisting of a cylinder surmounted by a cone at one end . The dimensions of the model are radius = 3 cm and height of the cone =4 cm and total height =14 cm. Find the (i) total surface area of the model in pi m^(2) (ii) the total volume of model in pi m^(3) .

The following figure shows a model of rocket consisting of a cylinder surmounted by a cone at one end . The dimensions of the model are radius = 3 cm and height of the cone =4 cm and total height =14 cm. Find the (i) total surface area of the model in pi m^(2) (ii) the total volume of model in pi m^(3) .

The following figure represents a solid consiting of right circular cylinder with a hemisphere at one end and a cone at the other. Their common radius is 7 cm. The height of the cylinder and cone are each of 4 cm. Find the volume of the solid.

A cubical block of side 7 cm is surmounted by a hemi-sphere. What is the greatest diameter the hemi-sphere can have? Find the surface area of the solid.