Answer:
390 m^2
Explanation:
So let's start by finding the surface area of the two triangles on the side. Generally the area of a triangle can be calculated as:
. but since there is two of them, we can calculate the area of both of them by simply canceling out the 1/2 to a 1. So the area of both triangles are 12 m * 5m as given in the diagram. This gives you 60m^2 area for both triangles on the side
Now let's calculate the rectangle on the top. It has a width and length of 13 and 11 m. So multiply these together to get: 143 m^2
Now let's calculate the rectangle that's on the bottom, it has the dimensions 11 and 12m and multiplying these together gets you: 132 m^2\
Now calculate the rectangle all the way in the back, it has the dimensions 5 and 11m, multiplying these together gets you 55 m^2.
Now add all these together: 60m^2 + 143m^2 + 132m^2 + 55m^2 = 390m^2