Question

What is the frontage of a rectangular lot if the total area of the lot is 8,775 square feet, and the length is 130 feet?

a) 60 feet
b) 67.5 feet
c) 75 feet
d) 100 feet

Answer 1

To determine the frontage of a rectangular lot with an area of 8,775 square feet and a length of 130 feet, divide the area by the length, resulting in a frontage of 67.5 feet.

Step-by-step explanation:

To find the frontage of a rectangular lot when given the total area and the length of one side, you would use the formula for the area of a rectangle which is Area = length × width. In this case we are given that the total area of the lot is 8,775 square feet and the length is 130 feet. So to find the width (frontage), we would divide the area by the length.

The calculation would look like this:

1. Area = length × width
2. 8,775 square feet = 130 feet × width
3. Width = 8,775 square feet ÷ 130 feet
4. Width = 67.5 feet

Therefore, the frontage of the rectangular lot is 67.5 feet, which corresponds to option b).

Answer 2

To find the frontage of a rectangular lot, we can use the formula:

Area = Length * Width

Given the total area is 8,775 square feet and the length is 130 feet, we can rearrange the formula to solve for the width (frontage):

Width = Area / Length

Width = 8,775 / 130

Width ≈ 67.5 feet

So, the frontage of the rectangular lot is approximately 67.5 feet, which corresponds to option b).