a fencing company was asked to enclose three gardens with wire fences: a rectangular garden with a length of 270 meters and a width of 1123.62 meters; a square garden with a side length of 657.955 meters; and a rectangular garden with a width of 35 meters and a length that is 121.03 meters greater than the width. The company ordered 6,000 meters of wire fencing

To find out how much wire fencing is required to enclose the three gardens, we need to calculate the total perimeter of the gardens.

Let's start with the first rectangular garden:

Length = 270 meters
Width = 1123.62 meters

The perimeter of a rectangle is given by the formula: 2 * (Length + Width)

So the perimeter of the first rectangular garden = 2 * (270 + 1123.62)

Next, let's move on to the square garden:

Side length = 657.955 meters

The perimeter of a square is given by the formula: 4 * Side length

So the perimeter of the square garden = 4 * 657.955

Finally, we have the second rectangular garden:

Width = 35 meters
Length = Width + 121.03 meters

To calculate the length, we add 121.03 meters to the width.

Now, we can calculate the perimeter of the second rectangular garden using the same formula as before: 2 * (Length + Width)

Let's add up all the perimeters:

Perimeter of the first rectangular garden + Perimeter of the square garden + Perimeter of the second rectangular garden

After the calculation, we get the total perimeter of the three gardens.

Once we have the total perimeter, we can see if it exceeds the amount of wire fencing ordered. In this case, the company ordered 6,000 meters of wire fencing.

If the total perimeter is greater than 6,000 meters, the company needs to order additional wire fencing. If the total perimeter is less than or equal to 6,000 meters, the ordered amount of wire fencing is enough to enclose the three gardens.