To find the total surface area of the figure, we need to find the surface areas of each of the six faces and then add them together.
The figure described has the following dimensions:
- 1 face with a length of 32m and a width of 12m: Surface area = 32m x 12m = 384m^2
- 1 face with a length of 32m and a width of 20m: Surface area = 32m x 20m = 640m^2
- 1 face with a length of 12m and a width of 20m: Surface area = 12m x 20m = 240m^2
- 3 faces each with a length of 8m and a height of 10m: Surface area of each face = 8m x 10m = 80m^2. Since there are 3 of these faces, the total surface area for all 3 faces together is 240m^2
Now, we add all these surface areas together:
384m^2 + 640m^2 + 240m^2 + 240m^2 = 1504m^2
Therefore, the total surface area of the figure is 1504 square meters.
What is the total surface area of the figure thirty two m twelve m twenty m eight m ten a m
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