These worksheets introduce your beginning geometry students to creating different quadrilaterals using drawing and tangrams.

Quadrilaterals are four-sided two-dimensional shapes that are composed of straight lines. The basic composition of these geometric figures has four edges and corners and the interior angles add to three-hundred and sixty degrees. Normally you will find six classifications of quadrilaterals. A rectangle has opposite sides that are equal and all corners are ninety degrees. A square has all sides that are equal and all angles equal to ninety degrees. In a rhombus all sides are equal and the opposite sides are parallel. Parallelograms have equal sides and opposite sides are parallel. Trapezoids have two parallel sides. The kite is well, just the kite.

These worksheets explains how to understand and work with quadrilaterals. Your students will use these activity sheets to practice constructing different quadrilaterals by drawing or the use of tangrams. Instructors are encouraged to have tangram sets available.



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Print Quadrilaterals Worksheets

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Building a Square Lesson

This worksheet explains how to build a square using four pieces of Tangram. A sample problem is solved, and two practice problems are provided.

Building Quadrilaterals Worksheet

Students will build the indicated quadrilaterals using the grids provided. Ten problems are provided.

Practice

Students will indicate the number of tangram pieces used to build a rectangle and a parallelogram. Two problems are provided.

Review and Practice

Students review how to build quadrilaterals. Four practice problems are provided.

Quiz

Students will demonstrate their proficiency with this skill. Ten problems are provided.

Rationalized Denominators Check

Students will build the quadrilaterals described. Three problems are provided, and space is included for students to copy the correct answer when given.

Worksheet

Students will build the indicated quadrilaterals using the geoboards. Ten problems are provided.

Basic Skills Practice

Students will use the geoboards provided to build the quadrilaterals. Ten problems are provided.

Building Quadrilaterals Intermediate Skills Worksheet

Students will indicate the number of Tangram pieces used to build the shapes. Ten problems are provided.

Practice

These is not much better than building a tangram with your own hands. Two problems are provided.

Intermediate Skills Drill

Students will indicate the number of Tangram pieces used to build each shape. Ten problems are provided.

Build a Quadrilateral Lesson

This worksheet explains how to build a square on the geoboard. A sample problem is solved.

Lesson and Practice

This worksheet explains how to draw the shape of a rectangle using two Tangram pieces. A sample problem is solved, and two practice problems are provided.

Worksheet

Students will draw the given quadrilaterals on the geoboard. Ten problems are provided.

Practice

We will work this skill a lot more. Ten problems are provided.

Skill Drill

Students will draw each quadrilaterals. Eight problems are provided.

Warm Up

Students will build the given shapes using Tangram pieces or geoboard. Three problems are provided.

Quadrilaterals Lesson

This worksheet explains how to find how many sides are in a quadrilateral. A sample problem is solved.

Lesson and Practice

This worksheet explains how to determine what a given quadrilateral is. A sample problem is solved, and two practice problems are provided.

Worksheet

Students will demonstrate their knowledge of quadrilaterals by filling in the blanks. Ten questions are provided.

Practice

Students will fill in the blanks. Ten problems are provided.

Skill Drill

Students will complete each sentence. Eight problems are provided.

Skills Warm Up

Students will answer questions about quadrilaterals. Three problems are provided.

Drawing a Parallelogram Lesson

This worksheet explains how to draw a parallelogram. A sample problem is solved.

Lesson and Practice

This worksheet explains how to draw a parallelogram. A sample problem is solved, and two practice problems are provided.

Worksheet

Students will demonstrate ability with these problems and this skill overall. Ten questions are provided.

Drawing a Parallelogram Practice

Students will draw parallelograms that match each description. Ten problems are provided.

Drill

Students will draw the indicated parallelograms. Eight problems are provided.

Warm Up

Students will draw parallelograms using the information provided. Three problems are provided.

Measure of Parts in a Parallelogram Lesson

This worksheet explains how to find the area of a quadrilateral based on its perimeter. A sample problem is solved, and two practice problems are provided.

Worksheet

Students will find the measure of the part of each quadrilateral indicated. Ten problems are provided.

Practice

Students will use what is known about a quadrilateral to solve for what is unknown. Ten problems are provided.

Review and Practice

Students review how to use what is known about a quadrilateral to solve for what is unknown. A sample problem is solved and six problems are provided.

Quiz

Students will demonstrate their proficiency in using what is known about a quadrilateral to solve for what is unknown. Ten problems are provided.

Topic Check

Students will solve for the indicated part. Three problems are provided, and space is included for students to copy the correct answer when given.

Understanding Parallelograms Lesson

This worksheet explains how to identify statements about quadrilaterals as true or false. A sample problem is solved, and two practice problems are provided.

Worksheet

Students will use their knowledge of quadrilaterals to answer the questions. Ten problems are provided.

Practice

Students will use what is known about a quadrilateral to solve for what is unknown. Ten problems are provided.

Review and Practice

Students review how to use what is known about a quadrilateral to solve for what is unknown. A sample problem is solved and six problems are provided.

Understanding Parallelograms Quiz

Students will demonstrate their proficiency with parallelograms by answering questions. Ten problems are provided.

My Check

Students will solve for the indicated part. Three problems are provided, and space is included for students to copy the correct answer when given.

Why Do We Study Quadrilaterals?

Do you have a standard bit of scratchpad paper sitting close to you to write down notes as you read? Assuming this is the case, you really have a case of a quadrilateral sitting close to you! A quadrilateral is a two-dimensional and four-sided shape. The four focuses where the sides meet are known as the vertices of the quadrilateral, and the line portions associating vertices on inverse corners are known as the diagonals of the quadrilateral. You might be believing that the term quadrilateral appears to cover a variety of shapes on the off chance that it just implies that it has four sides. You are correct! There are numerous kinds of quadrilaterals. A few quadrilaterals you have most likely known about, for example, a square shape or a square, while you may not be acquainted with different quadrilaterals, for example, a rhombus or an isosceles trapezoid.