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recall that the dimensions of the garden are 12 feet by 6 feet. how man…

Question

recall that the dimensions of the garden are 12 feet by 6 feet. how many 1 square foot - burlap squares can fit the bottom of the raised garden bed without gaps or overlaps? forty - four burlap squares can fit the bottom of the raised garden bed without gaps or overlaps. seventy - two burlap squares can fit the bottom of the raised garden bed without gaps or overlaps. twenty - two burlap squares can fit the bottom of the raised garden bed without gaps or overlaps. thirty - six burlap squares can fit the bottom of the raised garden bed without gaps or overlaps.

Explanation:

Step1: Calculate the area of the garden

The area formula for a rectangle is \(A = l\times w\), where \(l = 12\) feet and \(w=6\) feet. So, \(A=12\times6\).

Step2: Evaluate the product

\(12\times6 = 72\) square feet. Since each burlap square is \(1\) square - foot, the number of burlap squares is equal to the area of the garden.

Answer:

Seventy - two burlap squares can fit the bottom of the raised garden bed without gaps or overlaps.