Answer: 22 ft
Explanation:
The width of the walkway is x + 6 + x = 2x + 6 ft and the height of the walkway is x + 8 + x = 2x + 8. Because the area of the walkway and pool sum up to 528
, we can get the equation




So x can be either 8 or -15 but x is a length so it must be positive, therefore x is 8. That means it's width is
