# 8 Free Printable Area and Perimeter Anchor Chart Examples

These area and perimeter anchor chart examples will help to visualize and understand area and perimeter and number systems. 3rd to 5th-grade students will learn basic methods to determine area and perimeter and can improve their basic math skills with our free printable area and perimeter anchor chart examples.

**Table of Contents**show

## 8 Exciting Area and Perimeter Anchor Chart Examples

Please download the following anchor chart examples and understand area and perimeter of various shapes on the pages.

**Introduction to Area and Perimeter**

**Let’s learn some basics about area and perimeter.** In simple words, the area is the whole amount of space inside an object. For example, for the rectangle shown in the following image, the darker region inside the square shape is its area.

On the other hand, the perimeter is the measured distance around a shape. The following image will give you a better understanding.

**Introduction to Anchor Chart**

In the previous section, you learned the basics of area and perimeter. This time, you will be familiar with a new term named anchor chart. What does an anchor chart mean? A poster used to highlight key concepts in a lesson is known as an anchor chart. The poster or chart acts as an anchor for keeping both the teachers’ and students’ gathered concepts, methods, and ideologies for solving a problem in one place.

To solve a given problem, both the students and the teacher can share and save their ideas in these types of charts.

## Anchor Chart for Area and Perimeter of Triangle

We will start today’s example session with the basic form of the polygon which is a triangle. **A triangle is formed with three sides and three angles.** See the following chart for an understanding of how you can find the area and perimeter of a triangle.

## Anchor Chart for Area and Perimeter of Square

A square is a type of quadrilateral. Here, all four sides are equal, and all the angles of a square are equal to 90°.

## Area and Perimeter of Rectangle Anchor Chart

A rectangle is a special type of square where both pairs of opposite sides are equal to each other. Here, each angle is equal to 90°.

## Anchor Chart for Area and Perimeter of Parallelogram

The quadrilateral whose two opposite sides are equal and parallel is known as a parallelogram. Here, the opposite angles are also equal. The sum of any two adjacent angles is equal to 180°.

## Area and Perimeter of Rhombus Anchor Chart

The quadrilateral whose all sides are equal and none of the angles is equal to 90° is called a rhombus. The diagonals of the rhombus, like the above quadrilateral, bisect each other in equal portions.

## Area and Perimeter of Trapezium Anchor Chart

The trapezium is also a quadrilateral. But none of the sides are equal here. Instead, only one pair of sides are parallel to each other.

## Area and Circumference of Circle Fun Anchor Chart

After completing the triangle and quadrilateral, we are going to talk about circles. As the shape differs from the above ones, the trick to finding its area and perimeter is different. For a circle, the term circumference is used instead of the perimeter.

## Area and Perimeter of Irregular Shapes Anchor Chart

Finally, you are going to talk about some irregular shapes. How will you find out their area and perimeter? What technique should you apply? All are given in the following image.

## Download Free Printable PDF

Download the following combined PDF and enjoy your example session.

So today, we’ve discussed area and perimeter anchor chart examples using the concepts of area and perimeter of various regular and irregular polygons, and to make these examples more interactive, we have used some facts for each of the shapes. Download our free example PDF, and after going through these examples, students will surely improve their mathematical skills and have a better understanding of the area and perimeter of various geometrical shapes.

Hello, I am Md. Araf Bin Jayed. I have completed my B.Sc in Industrial and Production Engineering from Ahsanullah University of Science and Technology. Currently I am working as a Content Developer for You Have Got This Math at Softeko. With proper guidelines and aid from the parent organization Softeko, I want to represent typical math problems with easy solutions. With my acquired knowledge and hard work, I want to contribute to the overall growth of this organization.