Question

Consider the three-dimensional below.



Determine the total surface area of the figure. The formula chart is at the bottom of the page.

(4 points)
Area of the Left Side =
square inches

Area of the Back =
square inches

Area of the Bottom =
square inches

TOTAL surface area of the figure =
square inches

Answer 1

To determine the total surface area of the three-dimensional figure, we first need to identify the areas of each face. Assuming the figure is a rectangular prism (which is the most common three-dimensional figure), we can calculate the area of each side.

Let's assume the dimensions of the prism are as follows:
- Length (L)
- Width (W)
- Height (H)

The surface areas of the different sides of a rectangular prism can be determined by the formulas:

1. **Area of the Left Side** (which is typically Width × Height):
\[
\text{Area of Left Side} = W \times H
\]

2. **Area of the Back Side** (which is typically Length × Height):
\[
\text{Area of Back} = L \times H
\]

3. **Area of the Bottom Side** (which is typically Length × Width):
\[
\text{Area of Bottom} = L \times W
\]

Once we have calculated the areas of the left side, back side, and bottom side, we sum them to find the total surface area. However, to provide specific numerical answers, we need to know the dimensions (L, W, and H) of the figure.

Without specific dimensions, we can only provide the formulas as shown above.

If you have specific dimensions for the figure, please provide them, and I can calculate the surface areas accordingly!