The triangle given in the figureis one lateral face of a square pyramid.Find the lateral surface area of the pyramid.

The triangle given in the figureis one lateral face of a square pyramid.Calculate the slant height.

Can we make a square pyramid with the lateral surface area equal to the base area?

The given figure is the lateral face of a square pyramid. AB=AC=25 centimetres and BD=DC=15 centimetres. Find the lateral surface area of the pyramid. .

The given figure is the lateral face of a square pyramid. AB=AC=25 centimetres and BD=DC=15 centimetres. What is the length of its base edge? .

Height of a prism is 15 cm . Its base is a triangle and the perpendicular sides of the triangle are of lengths 6 cm and 8 cm . a) What is the volume of the prism? b) Find the lateral surface area of the prism.

The figure of a square sheet of paper is shown below. Length of one side of the paper sheet is 36 centimetre and AB=10 centimetres. The shaded portion is cut out and folded into a square pyramid. What is the length of the base edge of the pyramid? .

Slant height of a square pyramid is 30 cm and surface area 3456cm^2 . Find the volume of the pyramid?

The base of a prism is a regular hexagon of side 6 cm , its lateral surface area is 180 sqrt3 cm^2 a) What is its base area? b) What is its total surface area? c) Without changing the height it is divided in to 6 equal equilateral triangular prisms. What will be the lateral surface area of one such triangular prism?