The areas of three circular tables are shown. The circles are not drawn to scale.

Circle E: 12.09 ft^2
Circle I: 4pi ft^2
Circle U: 600/2 ft^2
list the circular tables in order by their areas from greatest area to least area.

To compare the areas of the circular tables, we need to convert all the areas into the same units.

Circle E: 12.09 ft^2
Circle I: 4π ft^2
Circle U: 600/2 ft^2

To convert the area of Circle U from 600/2 ft^2 to ft^2, we simplify it.
600/2 ft^2 = 300 ft^2

Now, we can list the circular tables in order from greatest area to least area:

1. Circle U: 300 ft^2
2. Circle E: 12.09 ft^2
3. Circle I: 4π ft^2 (approximately 12.57 ft^2)

So, the circular tables listed in order by their areas from greatest area to least area are: Circle U, Circle E, Circle I.

To list the circular tables in order from greatest area to least area, we need to compare the given areas:

1. Circle E: 12.09 ft^2
2. Circle I: 4π ft^2
3. Circle U: 600/2 ft^2

To compare the areas, we need to find the actual values for each area:

1. Circle E: 12.09 ft^2
2. Circle I: 4π ft^2 ≈ 12.57 ft^2 (using the approximation π ≈ 3.14)
3. Circle U: 600/2 ft^2 = 300 ft^2

Now, we can arrange the circular tables in order from greatest area to least area:

1. Circle E: 12.09 ft^2
2. Circle I: 12.57 ft^2
3. Circle U: 300 ft^2

Therefore, the circular tables in order from greatest area to least area are: Circle E, Circle I, and Circle U.

To list the circular tables in order by their areas from greatest to least, we need to compare the given values.

First, let's convert the areas to a common unit to facilitate the comparison.

Circle E: 12.09 ft^2
Circle I: 4π ft^2
Circle U: 600/2 ft^2

Since 1 square foot is equal to π/4 square feet, we can convert Circle E's area to square feet:
Area of Circle E = 12.09 ft^2 * (π/4 ft^2/1 ft^2) = 3.0225π ft^2

Now, we can compare the areas:

Area of Circle E = 3.0225π ft^2
Area of Circle I = 4π ft^2
Area of Circle U = (600/2) ft^2 = 300 ft^2

Comparing the areas directly:
Area of Circle E ≈ 3.0225π ft^2
Area of Circle I = 4π ft^2
Area of Circle U = 300 ft^2

Since π is a constant value, we can compare the coefficients in front of π directly:
3.0225 > 4 > 300

The final order, from greatest to least area, is:
Circle I > Circle E > Circle U

So, the circular tables in order by their areas from greatest to least area are Circle I, Circle E, and Circle U.