Find the surface area of the adjacent square based pyramid.

Find the surface area of the adjacent square pyramid.

Find the surface area of the following pyramid

The Pyramid of the Moon in Teotihuacan stands \(200~\text{m}\) tall. The sides of its square base are \(250~\text{m}\) in length. Find the surface area of the Pyramid of the Moon excluding the area of the base. Answer to the nearest \(\text{m}^2\)

A square base pyramid has the dimensions \(AE=6 \text{ cm}\) and \(CD=4 \text{ cm}\). Find the surface area of the pyramid. 

A square base pyramid has the dimensions \(AG=6 \text{ cm}\) and side \(CD=4 \text{ cm}\). Find the surface area of the pyramid. 

A square base pyramid has a surface area of \(144 \text{ cm}^2\). The side length of the pyramid is \(8 \text{ cm}\). Find the height of the pyramid. 

A rectangular based pyramid has the dimensions \(BC=6 \text{ cm}, \,CD=4 \text{ cm},\,AF=5 \text{ cm} \) and \(AG=\sqrt{20} \text{ cm}\). Find the exact surface area of the pyramid. 

A rectangular based pyramid has the dimensions \(DC=6 \text{ cm}, \,BC=8 \text{ cm}\) and \(AH=12 \text{ cm}\). Find the surface area of the pyramid (correct to 1 decimal place).