Question

find the area of the figure. (sides meet at right angles.)

Explanation:

Step1: Calculate the area of the lower rectangle

The length of the lower rectangle is \(3 + 5+3=11\) yd and the width is \(4\) yd.
The area of a rectangle is \(A = l\times w\), so \(A_1=11\times4 = 44\) \(yd^{2}\).

Step2: Calculate the area of the upper rectangle

The length of the upper rectangle is \(5\) yd and the width is \(2\) yd.
Using the formula \(A = l\times w\), we get \(A_2 = 5\times2=10\) \(yd^{2}\).

Step3: Calculate the total area

The total area \(A=A_1 + A_2\).
\(A=44 + 10=54\) \(yd^{2}\).

Answer:

\(54\)