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

Answer

Explanation:

Step1: Divide the figure into rectangles

We can divide the figure into two rectangles. The upper - rectangle has length $l_1 = 5$ yd and width $w_1=4$ yd. The lower - rectangle has length $l_2=3 + 5+3=11$ yd and width $w_2 = 4$ yd.

Step2: Calculate the area of the upper rectangle

The area formula for a rectangle is $A = l\times w$. For the upper rectangle, $A_1=l_1\times w_1=5\times4 = 20$ square yards.

Step3: Calculate the area of the lower rectangle

For the lower rectangle, $A_2=l_2\times w_2=11\times4 = 44$ square yards.

Step4: Calculate the total area of the figure

The total area $A = A_1+A_2$. So $A=20 + 44=64$ square yards.

Answer:

64 square yards