Question

find the perimeter and area of the figure pictured below. image description perimeter: area =

Explanation:

Step1: Find the missing side lengths

The vertical missing - side length is \(9 - 2=7\), and the horizontal missing - side length is \(8 - 3 = 5\).

Step2: Calculate the perimeter

The perimeter is the sum of all side - lengths. \(P=3 + 9+8 + 2+5 + 7=34\).

Step3: Calculate the area

We can divide the figure into two rectangles. One rectangle has dimensions \(3\times9\) and the other has dimensions \((8 - 3)\times2\). The area of the first rectangle \(A_1=3\times9 = 27\), and the area of the second rectangle \(A_2=(8 - 3)\times2=10\). Then \(A = A_1+A_2=27 + 10=37\).

Answer:

Perimeter: 34
Area: 37