If a rectangular face has an area of 120 square inches, which of the following dimensions could the rectangular face have?

None of the above.

To determine the possible dimensions of a rectangular face with an area of 120 square inches, we need to find pairs of numbers that, when multiplied, equal 120.

To do this, we can use factors of 120. Factors are numbers that divide evenly into a given number.

The factors of 120 are: 1, 2, 3, 4, 5, 6, 8, 10, 12, 15, 20, 24, 30, 40, 60, and 120.

Now, we can look for pairs of numbers from the factors list that multiply to 120. The dimensions of the rectangular face will be the pair of factors.

Possible dimensions for the rectangular face with an area of 120 square inches are:

1. Length = 1 inch, Width = 120 inches
2. Length = 2 inches, Width = 60 inches
3. Length = 3 inches, Width = 40 inches
4. Length = 4 inches, Width = 30 inches
5. Length = 5 inches, Width = 24 inches
6. Length = 6 inches, Width = 20 inches
7. Length = 8 inches, Width = 15 inches
8. Length = 10 inches, Width = 12 inches

These are the possible dimensions for the rectangular face with an area of 120 square inches.