Question

now find the area of the faces you cannot see. keep in mind that opposite faces are equal.

face	area
b	8 square units
c	4 square units
opposite a	\square square units
opposite b	\square square units
opposite c	\square square units

Explanation:

Step1: Recall the property of a rectangular prism (or cuboid)

In a rectangular prism, opposite faces are congruent, which means they have the same area.

Step2: Determine the area of the face opposite to A

The area of face A is given as 2 square units. Since opposite faces are equal, the area of the face opposite to A will also be 2 square units.

Step3: Determine the area of the face opposite to B

The area of face B is given as 8 square units. Using the property of opposite faces being equal, the area of the face opposite to B will be 8 square units.

Step4: Determine the area of the face opposite to C

The area of face C is given as 4 square units. By the same property, the area of the face opposite to C will be 4 square units.

Answer:

Opposite A: 2 square units
Opposite B: 8 square units
Opposite C: 4 square units