Question

score on last try: 0 of 1 pts. see details for more. get a similar question you can retry this question b find the area of the figure pictured below. 3 yd 12 yd 4 yd 8 yd area = yd² enter an integer or decimal number more.. question help: message instructor submit question

Explanation:

Step1: Divide the figure into two rectangles

We can split the L - shaped figure into two rectangles. One rectangle has dimensions \(3\) yd (width) and \(12\) yd (height), and the other rectangle has dimensions \(8 - 3=5\) yd (width) and \(4\) yd (height).

Step2: Calculate the area of the first rectangle

The area of a rectangle is given by the formula \(A = l\times w\) (where \(l\) is length and \(w\) is width). For the first rectangle with \(l = 12\) yd and \(w=3\) yd, the area \(A_1=12\times3 = 36\) square yards.

Step3: Calculate the area of the second rectangle

For the second rectangle, \(l = 4\) yd and \(w = 8 - 3=5\) yd. Using the area formula for a rectangle, \(A_2=4\times5=20\) square yards.

Step4: Calculate the total area

The total area of the figure is the sum of the areas of the two rectangles. So, \(A = A_1+A_2=36 + 20=56\) square yards.

Answer:

\(56\)