It is kind of logic question that deals with math. A Contractor needs 54 square feet of bricks to construct a rectangular walkway. What does that mean? Please explain very clearly.

You can figure possible dimensions of the walkway by knowing its square feet.

First, find the multiples of 54:
1, 54; 2, 26; 3, 18; 6, 9.

The most logical dimensions are:
2' x 26'
3' x 18'

dimension you mean length and width. And, Then, when you mulitply them, you should get 54. The whole question is that Contractor need 54 square feet of brick for rectangular walkway. The length of the walkway is 15 feet more than the width. Write an equation that would be used to determine the dimensions of walkway. Now, why say square feet. Square feet results in area. I know you have to add all the legths and width that would equal to 54. But adding doesnt equal to square feet.

Obviously the length is 18' and the width is 3'.

To find the square feet you multiply, not add. You add to find the perimeter.

Sure! To understand what it means for a contractor to need 54 square feet of bricks to construct a rectangular walkway, we need to break it down step by step.

First, let's start with the term "square feet." Square feet is a unit of measurement used to measure the area of a surface, which in this case is the walkway. It is often used for measuring the size of rooms or outdoor spaces, and it helps us understand how much space is being covered.

When we say the contractor needs 54 square feet of bricks, it means that the total area of the walkway, in terms of the surface covered by the bricks, is 54 square feet. The bricks are used to form the walking surface, so this measurement tells us how much space the walkway will take up.

Now, let's talk about what a rectangular walkway is. A rectangle is a four-sided shape with opposite sides that are equal in length and opposite angles that are equal. In this case, the walkway is in the shape of a rectangle, which means it will have two long sides (length) and two shorter sides (width).

To determine the area of a rectangle, we multiply the length by the width. So, the area of the rectangular walkway can be found by multiplying the length of the walkway (in feet) by the width of the walkway (also in feet).

However, the problem statement does not provide us with the actual values for the length and width of the walkway. It only tells us that the contractor needs 54 square feet of bricks to construct it. Therefore, we cannot determine the specific dimensions of the walkway from this information alone.

To determine the exact measurements, we would need additional information such as the length or width of the walkway. But if we assume one of the dimensions, we can solve for the other.

For example, if we assume the width of the walkway is 6 feet, we can calculate the length by dividing the total area (54 square feet) by the width (6 feet) to get 9 feet. Similarly, if we assume the length is 9 feet, the width would be 6 feet.

In summary, when the contractor needs 54 square feet of bricks for a rectangular walkway, it means we are given the total area covered by the walkway and need to determine the specific dimensions (length and width) using additional information or assumptions.