MIKE has a dog pen with an area of 120 sq. Feet. What is its width?

It could be

10 * 12
8 * 15
6 * 20
4 * 30

To find the width of the dog pen, we need to know either the length or the dimensions of the pen. Since only the area is provided, we need additional information.

If we assume the dog pen is rectangular-shaped, we can use the formula for the area of a rectangle:

Area = length * width

Given that the area is 120 sq. feet, we can try to find possible width and length combinations that satisfy this equation.

Let's list some possible options:

1. Length = 1 foot, Width = 120 feet (1 * 120 = 120 sq. feet)
2. Length = 2 feet, Width = 60 feet (2 * 60 = 120 sq. feet)
3. Length = 3 feet, Width = 40 feet (3 * 40 = 120 sq. feet)
4. Length = 4 feet, Width = 30 feet (4 * 30 = 120 sq. feet)
5. Length = 5 feet, Width = 24 feet (5 * 24 = 120 sq. feet)
6. Length = 6 feet, Width = 20 feet (6 * 20 = 120 sq. feet)

These are just a few possibilities to highlight that there are multiple dimensions that can give us an area of 120 sq. feet.

Therefore, without additional information about the dimensions or length of the dog pen, we cannot determine the exact width.