
The cross-section of a tunnel is a square of side surmounted by a semicircle as shown in the adjoining figure. The tunnel is long.
Calculate; the surface area of the tunnel (excluding the floor).



Important Questions on Cylinder, Cone and Sphere (Surface Area and Volume)
The cross-section of a tunnel is a square of side surmounted by a semicircle as shown in the adjoining figure. The tunnel is long.
Calculate; its floor area.



The given figure shows the cross-section of a cone, a cylinder and a hemisphere all with the same diameter and the other dimensions are as shown.
Calculate the total surface area,

The given figure shows the crosi-section of a cone, a cylinder and a hemisphere all with the same diameter and the other dimensions are as shown.
Calculate the total volume of the solid and

The given figure shows the cross-section of a cone, a cylinder and a hemisphere all with the same diameter and the other dimensions are as shown.
Calculate:
The density of the material if its total weight is

touches the bottom. Find the volume of water left in the cylinder, having given that the radius of the cylinder is and its height is the radius of the hemisphere is and the height of cone is Give your answer to the nearest cubic centimetre.

