what is the exact surface area of the following square pyramid?

Answer:
[tex]648\sqrt{2}[/tex]unit^2
Step-by-step explanation:
[tex]18^2+2\cdot 18\cdot \sqrt{\frac{18^2}{4}+9^2}\\=2\cdot \:18\sqrt{\frac{18^2}{4}+9^2}=324\sqrt{2}\\=18^2+324\sqrt{2}\\=324+324\sqrt{2}\\=648\sqrt{2}[/tex]