Question

find the area of the shape. (sides meet at right angles.) 5 yd 2 yd 4 yd 2 yd 3 yd square yards

Explanation:

Step1: Divide the shape into rectangles

We can divide the given shape into two rectangles. One rectangle has dimensions 4 yd (height) and 3 yd (width), and the other has dimensions 2 yd (height) and 2 yd (width).

Step2: Calculate area of first rectangle

The area formula for a rectangle is $A = l\times w$. For the first rectangle with $l = 4$ yd and $w = 3$ yd, $A_1=4\times3 = 12$ square - yards.

Step3: Calculate area of second rectangle

For the second rectangle with $l = 2$ yd and $w = 2$ yd, $A_2=2\times2 = 4$ square - yards.

Step4: Calculate total area

The total area $A$ of the shape is the sum of the areas of the two rectangles, $A=A_1 + A_2$. So $A=12 + 4=16$ square - yards.

Answer:

16