These worksheets introduce your students to the units, formulas, and notations used in calculating area.

This is a great collection of worksheets to get started on the concept of area. Area is abstract concept for students because it is hard to understand in words. When we say that area is just a measure of the size of the surface of an object, students get confused. If you have students use a piece of graph paper and ask them to outline any four boxes on that page, keeping in mind that you are trying to find the largest boxes. After a while they will tell you that all the boxes are the same, so there is no way to have the largest boxes and they would be right. It does not matter how you arrange area it is the same amount of surface. The exact calculating that you use to find the area of a shape differs depending on what shape you are referring to. We often start with rectangles and work up from there. When calculating area we also must make sure that our units of measurement are properly displayed as well.

The concept of squared units is presented along with this topic. Make sure that students really grasp that concept because it is used often in higher level geometry. In the first batch the measures of the shapes (rectangles) is specifically stated. We introduce this by offering students the concept of area units. The second batch of requires students to determine those measures on their own by using the coordinate grid outlines that serve as the background image of the sheets. We learn the formulas for calculating the area of different shapes, and how to properly convert and notate square units such as feet, inches, centimeters, etc.



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Area Units - Meet the Skill

It is known that 1 yard = 36 in So 1 square yard = 1 yd × 1 yd = 36 in × 36 in

Try the Skill

Mac had a 300 ft. × 145 ft. piece of land. He bought another 1.5 acres of land. How many acres of land does he have now?

Practice the Skill

We start with the concept of ratios.

Practice the Skill Twice

Jackson has a 14ft × 6ft backyard. He wishes to add 2.2 sq yards more to his existing backyard. How many sq yards will his backyard be of after adding the required yards?

Show the Skill

Balance the units between all kinds of different units.

Warm Up

One square yard equals to a square with 112 feet sides. Calculate: 1 square yard = ______ square feet

Introducing Area - Meet the Skill

Find the area of the dark squares. Use MULTIPLICATION. Count the number of squares that are present in any of the rows inside the thick boundary. In this problem, as we count we see there are 5 squares in the top and bottom rows that are inside the thick boundary.

Try the Skill

Cover the shaded shapes with little squares. How many do you need?

Practice Worksheet

Find how many squares make up the area of the shaded figures.

Practice the Skill Twice

How many bold squares do you see?

You Show Off

Cover the shaded shapes with little squares. How many do you need?

Introducing Area - Warm Up

How many squares are in the area of the shaded figures?

Square Area Units - Meet the Skill

Imagine a square with 2 meter sides then Area of square in square centimeters is ___ cm X ___ cm = _______ cm2

Try the Skill

Find the area in given units. A rectangle with 3 yd and 2 yd sides; area in square inches.

Practice the Skill

Imagine a square with 4 yard sides. Each side is _____ ft. Area of square in square yard is ___ yd. X ___yd. = _____ yd2 Area of square in square feet is _____ ft. X _____ft. = ______ ft2

Practice the Skill Twice

A rectangle with 12 cm and 14 cm side; area in square millimeters. A rectangle with 4 yd and 2 yd side; area in square inches.

Answer Key

Another answer key

Show the Skill

Find the area of the given units in other converted unit forms.

Warm Up

Find the area in given units A rectangle with 15 m and 11 m side; area in square centimeters.