A gardener wants to make a rectangular enclosure for his flowers. He has 120 feet of fencing and wants the enclosure to be as large as possible.

What are the dimensions of the enclosure he can make? The gardener can make an enclosure that is 30 feet by 40 feet.

## A-The gardener wants to make a rectangular enclosure

The gardener wants to make a rectangular enclosure because it is the most efficient shape for the amount of space they have.

A rectangle uses the least amount of material and can be easily divided into smaller sections if necessary. Additionally, a rectangular enclosure is easy to enclose with a fence or other type of barrier.

## To do this, the gardener will need to find the length

For Her Dog To do this, the gardener will need to find the length and width of the enclosure. The length is the longest side of the rectangle, while the width is the shorter side.

To find the perimeter of the rectangle, the gardener will need to add the length and width together and then multiply by 2.

## The gardener will also need to find the height of the enclosure

To find the height of the enclosure, the gardener will need to measure the height of the area where the enclosure will be placed.

The gardener will also need to measure the height of the fence panels that will be used to create the enclosure. The height of the enclosure will be the difference between the two measurements.

## Once the gardener has the length, width, and height

For Her Flowers To find the perimeter of the enclosure, the gardener will need to measure the length, width, and height of the area.

Once the gardener has the length, width, and height, the gardener will need to find the perimeter of the enclosure.

The perimeter is the distance around the outside of the rectangle. To find the perimeter, the gardener will need to add the length, width, and height of the enclosure together.

## The 4-The gardener will also need to find the area of the enclosure.

For His Rabbit To find the area of the enclosure, the gardener will need to measure the length and width of the proposed enclosure.

He will then multiply the length by the width to find the area in square feet. For example, if the length of the enclosure is 10 feet and the width is 5 feet, the area would be 50 square feet.

## 5-After the gardener finds the perimeter and the area

After the gardener finds the perimeter and the area, the gardener can then calculate the amount of material needed to make the enclosure.

This is a simple matter of taking the dimensions of the enclosure and multiplying them by the desired thickness of the material.

For example, if the gardener wants an enclosure that is 10 feet long, 10 feet wide, and 6 inches thick, the amount of material needed would be 10*10*6, or 600 cubic feet.

## Conclusion

This enclosure will be perfect for my garden!