Two paper cones are mathematically similar. The capacity of the larger cone is $8$ times the capacity of the smaller cone. The surface area of the smaller cone is $50 {\mathrm{cm}}^2$. Find the surface area of the larger cone.        [Enter the value excluding units]

Find the surface area of the following pyramid. If necessary, round your answer to $3$ significant figures. [Enter the value excluding units]

Find the surface area of the following pyramid. If necessary, round your answer to $3$ significant figures.

Find the surface area of the following pyramid. If necessary, round your answer to $3$ significant figures. [Enter the value excluding units]

This pyramid has a square base with side $30 \mathrm{cm}$ and total surface area $2400{ \mathrm{cm}}^2$. Find its height.  [Enter the value excluding units]

These two square-based pyramids are mathematically similar. 

Pyramid $A$ has surface area $64{ \mathrm{cm}}^2$. Calculate the surface area of Pyramid $B$.  [Enter the value excluding units]

Find the surface area of the following solid cone. If necessary, round your answer to $3$ significant figures.

Find the surface area of the following solid cone. If necessary, round your answer to $3$ significant figures.