Ace the Arizona Real Estate Exam 2026 – Unlock Your Property Dreams!

Stan is looking at two rectangular lots that are adjacent. Lot A has a square footage of 46,060 and Lot B has a square footage of 43,005. If the common boundary they share is 235 feet long, what is the width of Lot B?

183

To determine the width of Lot B, first, we need to understand that the total area of a rectangle can be calculated using the formula: Area = Length × Width. In this scenario, both lots are rectangular, and they share a common width with the boundary of 235 feet.

Knowing the area of Lot B is 43,005 square feet, we can set up the equation based on the area formula:

Width of Lot B = Area of Lot B / Length of Lot B

Here, the length of Lot B is the length of the common boundary shared with Lot A, which is given as 235 feet. Plugging the values into the formula provides:

Width of Lot B = 43,005 / 235

Calculating this gives us approximately 183 feet.

This result matches the correct answer to the question. The width of Lot B is therefore 183 feet, affirming that the calculations align with the area formula provided for rectangular lots.

186

189.5

196