Answer:
\(108 ft^{2} \\\)
Step-by-step explanation:
Given,
The length of rectangle ABCD and WXYZ is equal.
Given,
Width of rectangle ABCD \(= 9 feet \\\)
Area of the rectangle ABCD= \(162 ft^{2}\)
Length of rectangle ABCD \(= \frac{Area}{width} \\= \frac{162}{9} \\= 18 feet\\\)
Since, length of rectangle ABCD and WXYZ is equal
Area of rectangle WXYZ
\((Length of ABCD) * 6ft \\= 18 ft * 6 ft \\= 108 ft^{2} \\\)
