1) LEt's calculate the total surface by calculating the area of the base:
• A square: A =s² A = 12² A=144 ft²
,
• 4 triangles whose altitude is 8 and their legs are 10, and 12
![\begin{gathered} S=(bh)/(2)\Rightarrow\text{ S=}(12\cdot8)/(2) \\ S=48 \\ 48\text{ }*4\text{ = 192 ft²} \end{gathered}]()
2) Now we can add them all up:

3) Hence, the total surface area of that Pyramid is 336 ft²