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Calculating the Area of Rectangular and Irregularly Shaped Sites for Accurate Applications, Study notes of Elementary Mathematics

Instructions on how to calculate the size of rectangular and irregularly shaped areas to determine the amount of land or space to be treated. It includes examples of calculating the area of rectangles and squares, and provides practice problems for the reader. Useful for students and professionals in fields such as agriculture, construction, and landscaping.

What you will learn

  • What is the area of a rectangular field that is 100 feet long and 800 feet wide?
  • How many acres is a field that is 1,320 ft by 1,320 ft in size?
  • How do you calculate the area of a rectangle or square?

Typology: Study notes

2021/2022

Uploaded on 09/12/2022

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Why Know the Size of the Area to Be Treated?
To ensure accurate applications, you need to be able to calculate the size of the area to be treated. It is easier to
determine the size of a rectangular or circular area than it is to determine the size of an irregularly shaped site.
In the following examples, each calculation includes converting the square footage to acres by dividing by
43,560 sq. ft. per acre.
Rectangles and Squares
Calculate the area of a rectangle or square by multiplying the length (L) by the width (W).
You measure a rectangular field and find it to be 100 feet long and 800 feet wide. How many acres is it?
100 ft X 800 ft = 80,000 sq ft = 1.8 acres
43,560 sq ft per acre 43,560 sq ft per acre
Practice:
1. What is the area of a field in acres that is 1,000 ft. long and 305 ft. wide? 1 acre = 43,560 sq. ft.
2. What is the area of a field (in acres) that is 1,320 ft by 1,320 ft?
3. What is the area of a sports field that is 1,000 ft by 200 ft?
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Download Calculating the Area of Rectangular and Irregularly Shaped Sites for Accurate Applications and more Study notes Elementary Mathematics in PDF only on Docsity!

Why Know the Size of the Area to Be Treated?

To ensure accurate applications, you need to be able to calculate the size of the area to be treated. It is easier to determine the size of a rectangular or circular area than it is to determine the size of an irregularly shaped site. In the following examples, each calculation includes converting the square footage to acres by dividing by 43,560 sq. ft. per acre.

Rectangles and Squares

Calculate the area of a rectangle or square by multiplying the length (L) by the width (W). You measure a rectangular field and find it to be 100 feet long and 800 feet wide. How many acres is it? 100 ft X 800 ft = 80,000 sq ft = 1.8 acres 43,560 sq ft per acre 43,560 sq ft per acre Practice:

**_1. What is the area of a field in acres that is 1,000 ft. long and 30 5 ft. wide? 1 acre = 43,560 sq. ft.

  1. What is the area of a field (in acres) that is 1,320 ft by 1,320 ft?
  2. What is the area of a sports field that is 1,000 ft by 200 ft?_**

Answers:

1. What is the area of a field in acres that is 1,000 ft. long and 30 5 ft. wide? 1 acre = 43,560 sq. ft. 305 ft. X 1, 000 ft. = 305,000 sq. ft. = 7 acres 43,560 sq. ft. per acre 43,560 sq. ft. per acre 2. What is the area of a field (in acres) that is 1,320 ft by 1,320 ft? 1,320 ft. X 1,320 ft. = 1,742,400 sq. ft. = 40 acres 43,560 sq. ft. per acre 43,560 sq. ft. per acre 3. What is the area of a sports field (in acres) that is 1,000 ft by 200 ft? 1 ,000 ft. X 20 0 ft. = 200,000 sq. ft. = 4.6 acres 43,560 sq. ft. per acre 43,560 sq. ft. per acre