Home / United States / Math Classes / Worksheets / 8th Grade 2D and 3D Shapes Worksheets

## 8th Grade 2D and 3D Shapes Worksheets

The grade 8 2D & 3D shapes worksheets are exemplary when it comes to acquiring a holistic understanding of the conce pts linked to shapes both flat and solid that are a part of the 8th grade math syllabus. These worksheets are ideal for gaining clarity on 2D and 3D shapes and their classification while learning about their properties. ...Read More Read Less

## Choose Math Worksheets by Grade

Choose math worksheets by topic, grade 8 2d & 3d shapes worksheets explained.

The Grade 8 2D & 3D Shapes worksheets offer intrinsic value with a special focus on the concepts and properties of shapes based on their sides, angles and other attributes. Grade 8 2D & 3D Shapes worksheets include the following concepts:

- Angles of Triangles: This topic has problems that encourage students to explore the possibilities of determining angles formed by lines that coincide with those of a triangle and the sides of the triangle under consideration.
- Angles of Polygons: This topic explores the relation between the different number of sides of a polygon, and their interior and exterior angles.
- Using Similar Triangles: The problems in this topic encourage the students to explore the relationship between the angles and sides of two similar triangles.
- Volumes of Cylinders: As the title suggests the topic explores problems related to the volume of cylinders, the challenging variants include problems enquiring if the volume of a solid changes when the material occupied by the cylindrical container takes another container shaped like a square.
- Volumes of Cones: The problems in this topic explore the parameters required to find the volume of a cone. It also involves real-life applications of finding the volume of a cone as well.
- Volumes of Spheres: Apart from exploring real life application of spheres the problems also prompt students to find the values of the other parameters of the sphere when the volume is given.
- Surface Area and Volume of Similar Solids: This topic problems as to how the volume and surface area of two similar solids can be compared.

The Grade 8 2D & 3D shapes worksheets are highly beneficial for students to have better clarity on concepts that will eventually pave the way for more advanced applications of the concepts taught in the higher grades.

## Benefits of Grade 8 2D & 3D Shapes worksheets

The grade 8 2D & 3D shapes worksheets are quite useful for students who have already learned about shapes and are now getting introduced to their attributes. These 2D & 3d Shapes worksheets for grade 8 focus on the different aspects of multiple 2D and 3D shapes.

The following 8th grade 2D & 3D shapes worksheets will give students an immersive experience and prompt them to explore the parameters that are required to find the volume, angles and the lengths of the sides of different 2D and 3D shapes. The grade 8 2D & 3D shapes worksheets are prepared for students in three difficulty levels - easy, medium and hard. The difficulty level depends on the potential of students to understand the kinds of problems that are part of a particular level.

## Printable PDFs and Interactive Worksheets

The printable grade 8 2D & 3D shapes worksheets are PDFs that can be easily solved offline once downloaded from the BYJU’S Math website. As a result, students have enough time to solve the problems in the worksheet without any time limit. The PDF worksheets are easy to download and can be solved as per the student’s convenience. The online worksheets for eighth grade students can be solved on the BYJU’S Math website. These worksheets are timed and will encourage students to participate in such time-bound activities in the future. Solving worksheets in the online mode allows students to get the solutions to the problems instantly.

## What distinguishes volume and area of shapes?

The two-dimensional space occupied by a certain surface makes up the area of a shape. In contrast, the volume of a given object is the amount of space it occupies or the quantity of a substance it can hold or contain.

## What relationship exists between the perimeter and the area of figures that are being compared?

The relationship here is between the perimeter of similar figures and their sides. Two figures that are compared and are found to be similar have side length ratios that are equal to the ratio of their perimeter.

## Is learning to calculate the surface area of 2D shapes useful only for determining the parameters of 2D shapes?

The volume of a 3D shape can also be calculated using the measurement of the surface area of a 3D shape. As a result, the area formula may be applied to both 2D and 3D shapes.

## What distinguishes congruent figures from similar figures?

The congruence of triangles and similarity of the same triangles being compared differ mainly because congruent triangles have equal side lengths but similar triangles may not have sides of equal length, and may be scaled variations of a specific triangle.

## How does one find the surface area of a triangular prism?

The formula to find the surface area of a triangular prism is as follows:

(2 × Base Area) + (Base perimeter × height ).

The area of a triangular prism is the sum of twice the areas of the base and the product of the base perimeter and its height.

Free Math Worksheets – Math Fun Worksheets

Free Online Math Worksheets and Activities

## 3D-SHAPES PRINTABLE WORKSHEETS

Home > Geometry > 3D Shapes

## 3D-SHAPES WORKSHEETS

We have learnt everything about flat shapes , which are also called as 2- D shapes.

https://www.mathfunworksheets.com/2d-shapes/

Here, we will concentrate on 3-D shapes or solids . They are solid objects that can be measured in three directions.

In these 3-D shapes worksheets, we will learn all the 3- dimensional shapes and their properties. Consider representing these shapes on three axis- x, y and z axis. Thus the measurable attributes on three axis are length, width and height (depth or thickness). A few three dimensional shapes are shown below.

All 3- D shapes have faces, edges and vertices.

The flat surfaces of the cube are called faces . A cube has 6 faces.

The line segment where two faces meet are edges . A cube has 12 edges.

Vertex is where three edges meet. A cube has 8 vertices.

We have a number of 3- D objects around us. Almost all the things we handle are solids. Your tea cup, mobile, laptop are all 3- D objects.

Now that your familiar with 3- D shapes, download worksheets for practice. All are free to use and are easily accessible.

## LIST OF 3D GEOMETRIC SHAPES WORKSHEETS

- Coloring 3D Shapes

## Find 2D / 3D shapes

Identify 3d shapes, sort the shapes, name the shapes.

- Faces, Vertices and Edges
- Properties of 3D Shapes

## Coloring 2D & 3D shapes

- Match 3D Shapes

## Cut Glue activity

- Matching Related Shapes
- Drawing 3D Shapes
- Basic Shapes
- Standard Shapes

## Properties of 3D shapes

- Worksheet #1
- Worksheet #2
- Worksheet #3
- Worksheet #4

## Coloring 3D shapes

## Match 3D shapes

## Matching Related shapes

## Drawing shapes

## Faces, Vertices & Edges

## Related Geometry Worksheets

- Compose and Decompose shapes
- Lines Rays and Line Segments

POPULAR TAGS : 3d shapes worksheets, 3d geometric shapes, 3d shapes kindergarten, printable 3d shapes, 3d shapes worksheet, kindergarten 3d shapes

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## 3-D Shapes Worksheets! {FREE Printables!}

One Geometry topic that is introduced at a young age and then explored in more complex ways as kids get older is 3D shapes . Obviously, the first thing young mathematicians learn is to simply recognize the shapes, learn their names and discover them in the world around us. As kids get older, it’s important to help them learn and understand polyhedron nets . Understanding what these shapes look like “flat” helps with spatial sense and reasoning and will build a solid foundation for later study of surface area . These simple 3D shapes worksheets can help students make connections and understand 3D shapes and their nets !

Below are a few introductory worksheets on the topic of three dimensional shapes. These can be used in upper elementary or middle school, depending on the level of your students, or as a quick review in a high school Geometry class. I hope you find them helpful!

Included in this download are 3 different practice worksheets . The first is a chart to help students learn the properties of various 3D shapes, as well as compare them and find real life examples.

The second worksheet is a simple matching page to help kids determine the nets (what each shape looks like taken apart and laid flat) of each of the 3D shapes.

The third worksheet is a little more challenging. This page gives various images, and students have to determine whether or not they are the nets of actual polyhedron. This requires the use of spatial reasoning skills and can help them recognize actual nets.

If your kids are having trouble determining the figures, encourage them to cut out a piece of paper and see if they can fold it into a shape, rather than guessing or giving up.

## {Click HERE to go to my shop and get the 3D shapes worksheets!}

Would you like to have an easy to use set of printable and foldable nets for further polyhedron exploration? Check out these free downloadable nets pages !

Need more 3D Shape resources? Try one of the following:

- 3D shapes printable pack and games
- Create your own 3D shapes with a 3D pen
- Explore Euler’s Formula with “Sir Cumference”
- Understand surface area with this hands on lesson

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## 3d Shapes Worksheets

3D shapes worksheets promote a better understanding of the properties associated with the various types of 3D shapes. These worksheets can include problems in surface areas and volumes. The level of difficulty usually starts by solving questions based on easier shapes such as cuboids and moves on to more complex shapes.

## Benefits of 3D Shapes Worksheets

By attempting to solve 3D shapes worksheets, a student will become prepared to solve real-life problems based on the topic. It also integrates fun with learning as these math worksheets are flexible, and a student can study at a pace that suits them. It helps them to better understand the concepts.

3D shapes find use in a number of real-life industries such as architecture, construction, etc., and hence, learning this topic well is imperative for young minds. Studying from worksheets that are structured well is the best way to learn.

## Download 3D Shapes Worksheet PDFs

The easy to use worksheets help students to improve their skills vastly.

## ☛ Check Grade wise 3D Shapes Worksheets

- Kindergarten 3D Shapes Worksheets
- 3D Shapes Worksheets for Grade 1

## Three dimensional geometry/Measurement

Three-dimensional geometry/measurement refers to three-dimensional (3D) shapes and the measurement of their shapes concerning volume and surface area. The figures of prisms, cylinders, pyramids, cones and spheres are all 3D figures. Volume measures the amount a solid figure can hold. Volume is measured in terms of units³ and can be measured in inches, feet, meters, centimeters, and millimeters. Read More...

Read More...

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## Unit 5: Geometry

About this unit, angles between intersecting lines.

- Angles, parallel lines, & transversals (Opens a modal)
- Parallel & perpendicular lines (Opens a modal)
- Missing angles with a transversal (Opens a modal)
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- Angle relationships with parallel lines Get 5 of 7 questions to level up!
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## Triangle angles

- Angles in a triangle sum to 180° proof (Opens a modal)
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## Pythagorean theorem

- Intro to the Pythagorean theorem (Opens a modal)
- Pythagorean theorem example (Opens a modal)
- Pythagorean theorem intro problems (Opens a modal)
- Pythagorean theorem with isosceles triangle (Opens a modal)
- Use Pythagorean theorem to find right triangle side lengths Get 5 of 7 questions to level up!
- Use Pythagorean theorem to find isosceles triangle side lengths Get 5 of 7 questions to level up!
- Right triangle side lengths Get 3 of 4 questions to level up!
- Use area of squares to visualize Pythagorean theorem Get 3 of 4 questions to level up!

## Pythagorean theorem application

- Use Pythagorean theorem to find area of an isosceles triangle (Opens a modal)
- Pythagorean theorem word problem: carpet (Opens a modal)
- Pythagorean theorem word problem: fishing boat (Opens a modal)
- Pythagorean theorem in 3D (Opens a modal)
- Use Pythagorean theorem to find perimeter Get 3 of 4 questions to level up!
- Use Pythagorean theorem to find area Get 3 of 4 questions to level up!
- Pythagorean theorem word problems Get 3 of 4 questions to level up!
- Pythagorean theorem in 3D Get 3 of 4 questions to level up!

## Pythagorean theorem and distance between points

- Distance formula (Opens a modal)
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- Distance between two points Get 5 of 7 questions to level up!

## Pythagorean theorem proofs

- Garfield's proof of the Pythagorean theorem (Opens a modal)
- Bhaskara's proof of the Pythagorean theorem (Opens a modal)
- Pythagorean theorem proof using similarity (Opens a modal)
- Another Pythagorean theorem proof (Opens a modal)
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- Volume of a sphere (Opens a modal)
- Volume of a cone (Opens a modal)
- Geometry: FAQ (Opens a modal)
- Volume of cylinders Get 3 of 4 questions to level up!
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## Nets of 3D Shapes Worksheets

Raid this printable compilation of nets of 3D shapes worksheets to find exercises like identifying 3D figures from nets, matching nets with solids, choosing the correct net. Turn the boredom of your grade 4 through grade 8 students into a fun-filled experience with endless options like drawing nets, cut and glue activity, and more. Comprehend how a 3D figure unfolds into a 2-dimensional net and how a 2D net folds into a 3D shape. Don't miss out on our free worksheets.

## Nets of 3D Shapes

Is it a Net?

You have to try this printable worksheet if you intend to begin right. Recall the properties of solid shapes and determine if the given figure is a net of a 3D shape. That's not all, go ahead and name the 3-dimensional shape too.

- Grab the Worksheet

Identifying Nets of 3D Shapes

A cereal box cut open at the edges is the net of a rectangular prism. Get your learners in 4th grade and above to spot the 3D shapes from their nets and name them.

Identifying the 3D Shape from Its Net

Challenge your brood of shape savvy learners to observe each net keenly and identify the 3-dimensional shape that can be created by folding it.

Matching Shapes and Nets

Visualizing how each net when folded forms a 3D figure and counting the number of faces will do the trick in identifying the solid shape and matching the flattened 2D net with its corresponding 3D shape.

Choosing the Correct Nets

Does a triangular pyramid unfold into a net made of four triangles or two triangles and three rectangles? With three options of nets to choose from, this pdf worksheet is a definite brain teaser for your grade 5 and grade 6 students.

Shapes and Nets | Cut and Glue Activity

Nothing feels quite as engaging as this cut and glue activity worksheet. Take things up a notch as learners snip the 3D figure cards and the nets, pair them up and glue them in the correct columns.

Choosing Multiple Nets of 3D Shapes

Did you know a cube has 11 different nets? This pdf is the perfect thing to have on hand if you intend to show learners the multiple nets each 3D shape yields when flattened. Using the attributes of each shape, figure out the possible net(s) from the given options.

Drawing Nets on Grids

Whip up excitement as students get involved in this chore of sketching the nets of 3D figures on grids. Using the properties, draw the nets linking faces or edges of common 2D shapes in different orientations on the grid.

Drawing Two Nets of 3D Shapes

Watch 7th grade and 8th grade students stretch their creative skills as they pick up a pencil, imagine unfolding each 3D shape, and draw two different representations of each net effortlessly.

Related Worksheets

» 3D Shapes Charts

» Identifying 3D Shapes

» Surface Area of 3D Figures Using Nets

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## 3D Shapes Worksheets

Math becomes a much more involved subject once a child reaches the middle-school level. Middle school-aged children sometimes have a tough time mastering 3D shapes and their associated math problems.

Although most children master the naming of 2D and 3D shapes by the end of elementary school, putting these shapes into math problems can suddenly make a child feel overwhelmed. We have created a wide array of worksheets to help your child master this math skill, so they are ready to continue their education into high school and beyond.

The worksheets we offer at Cazoom Maths are designed for the middle-school level but are also ideal for high school students who need a refresher course on the subject. We offer a 3d shapes worksheet for the types of problems sixth-and seventh-grade students come across while learning common core math and going through testing.

## DIFFERENCES BETWEEN 3D AND 2D SHAPES

The “D” in 2D and 3D shapes , specifies the dimensions of the shape. The primary difference between 3D and 2D shapes is that the 2D shapes are comprised of only length and width . On the other side, 3D shapes are incorporated into three dimensions, length, width, and height .

## Why 3D Shapes Are Sometimes Difficult for Students

We are faced with 3D shapes daily, but we do not always look to these shapes as being mathematical. Many children find it difficult to master the principles of 3D shapes when it comes to mathematics because they find the subject boring.

When students are presented with real-world shape examples, their understanding is heightened and they are able to stick with the subject without becoming bored. Cazoom Maths 3d shape worksheets are designed with bright colors and easy-to-follow diagrams that make learning interesting. You will find your child or student is engaged in learning from the moment you hand them their worksheet.

## Understanding Dimensions in Math

- Zero dimension – These are represented as dots and there is no length, height or width to measure.
- One dimension – If your child connects the dots and forms a line, they have now created a one-dimensional object, called a line segment.
- Two dimension – This is a shape that has a length and a width that can be measured. We offer 3d and 2d shapes worksheets to help your child master these dimensions before they graduate from seventh grade.
- Three dimension – Three-dimensional objects can be touched and picked up. They offer a third dimension that is depth.
- Fourth dimension– The fourth dimension has been described by Einstein as being time. The fourth dimensions are something your child will likely not encounter until high school and beyond, but it never hurts to help them get a start on learning core concepts they will later need.

## Common 3D Shapes Middle Schoolers Need to Know

- Tetrahedron
- Dodecahedron
- Icosahedron
- Square pyramid
- Hexagonal pyramid
- Triangular prism
- Pentagonal prism
- Hexagonal prism

While most middle-schoolers can easily identify spheres and cubes, some of the 3D shapes are more difficult to identify. Our 3d shapes worksheets have been created to help middle-school students easily learn the fundamentals of 3D shapes so they will be able to take this knowledge and learn to excel at math problems that involve these shapes.

## Learning 3D Shape Formulas

Benefits of teaching with math worksheets.

- We have worked tirelessly to make sure our worksheets are varied and interesting. There are many proven benefits to helping children learn math with worksheets.
- Worksheets help to summarize the math topics that have been taught in class. They work well in the classroom and as homework assignments to help students master what is being taught.
- A simple instruction is not enough for most children. Worksheets help to bridge the gap between being instructed and being able to do the work they have been taught.
- Worksheets help students to be able to see the bigger picture and how working with 3D shapes evolves into many areas of math.
- A worksheet becomes an extension of the textbook and helps to expand the topics being taught in the classroom.
- These worksheets help to encourage students to express their mathematical ideas and discover new concepts.
- Completing worksheets helps to give a child a sense of accomplishment in their studies. Many children love being able to accomplish their work and feel as if they are making strides towards understanding new math concepts.

## Suggestions for Using Our 3D Shapes Worksheets

There are many ways to make worksheets a part of everyday learning for middle-schoolers. Here are a few strategies to help make worksheets more exciting in the classroom and at home.

- Cut the worksheet up into sections with each problem on its own piece of paper. The students can place the papers facedown and then each student draws a paper like a game. The first student to get the right answer wins.
- Students can be placed in small groups and worksheets can be passed out to each group. The teacher will call out a problem and the group has so much time to respond with an agreed-upon answer. The group that gets the answer right wins a prize.
- Go through the worksheets as small groups and compare answers. This helps to increase communication skills and improves a student’s ability to participate in positive groupthink.
- Have students complete their worksheets and make an intentional error. Pass the completed worksheets to different students and see if they can spot the error. This challenge is often fun for students of all ages.
- Allow students to complete worksheets in pairs. Working tandemly will make the process much more engaging for students.

We recommend offering an award system for successfully completing 2d and 3d shapes worksheets. While learning is certainly a reward, students are likely going to feel more motivated if they receive a small tangible reward for their hard work.

## Browse Our Wide Selection of Worksheets

If your child or student is struggling with 3D shapes and formulas, our worksheets will provide them with the instruction they need for success. No child should be left feeling overly frustrated on any math subject.

Our 3d shapes worksheets offer engaging topics that will open up your child’s mind and help them begin to understand this math concept in a way that is on their age and grade level. The worksheets start off teaching simple concepts and then progress to tougher subjects when the child is ready.

We make it simple for teachers and parents to search for the worksheets they need. Simply search by topic or grade level and find just what you need. These worksheets print in crystal clear definition with bright colors and engaging graphics.

You will find kids become excited to complete these worksheets because they can build their math skills with much less stress. While mastering 3D shapes is not always easy, our teaching worksheets make the process of learning much more engaging and fun.

## Find the Perfect Worksheets to Suit Your Needs

We welcome parents and educators alike to browse through our 3d shapes worksheets to choose the perfect one for their students. Keep visiting frequently to discover the latest worksheets we have available. As your child progresses in their sixth- and seventh-grade years, they will be able to learn all of the key math concepts they will need, to be prepared for high school.

Get started today on printing all the 3d shapes worksheets you need for your child or your classroom. Cazoom Maths offers free worksheets for everyone and membership allows you to download worksheets with answer keys for easily making sure your child is on track with his or her learning.

Join today to get started! If you have any questions, contact Cazoom Maths now. Allow our math worksheets to begin to open your child’s mind and help them learn like never before. These are perfect for classroom work, homeschooling, and extra practice at home.

## Printable PDF 3D Shapes RESOURCES with Answers

At Cazoom Math, we have created many middle school worksheets that will help support your child with 3d shapes while also being aligned to the Common Core Standards. We have also provided a volume reference worksheet which will be an invaluable tool to have as your child will be learning about the of 3d shapes for several years. With these resources, we are confident your 6th, 7th, or 8th grader will receive the support and help they need with 3D shapes.

Volume is a foundational geometric topic in the middle school years, so we have also included reference worksheets for finding volume. In 6th grade, your child will find the volume of cuboids and rectangular prisms. In 7th grade, your child will continue to work with cuboids and will also find the volume of pyramids. In 8th grade, your child will find the volume of cones, spheres, and pyramids.

At Cazoom Math, we include answer keys with each worksheet, so your child will not only be able to practice certain topics but will also be able to check his or her work. With our worksheets providing a variety of different skill levels, you can be sure that your child will receive the support that they need.

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Here we will learn about 3D shapes, including their names and properties, surface area and volume, and plans and elevations.

There are also 3D shapes worksheets based on Edexcel, AQA and OCR exam questions which are printable, along with further guidance on where to go next if you’re still stuck.

## What are 3D shapes?

3D shapes are solid shapes that have 3 dimensions: height, width and depth .

We can categorise and solve problems involving 3D shapes using a variety of methods.

- 3D shape names

3D shapes can be categorised in several ways.

Firstly a 3D shape is either a polyhedra (a 3D shape with flat polygonal faces), or a non-polyhedra (a 3D shape which has a curved surface). 3D shapes can then be further categorised as shown in the table below. The properties of 3D shapes can help to classify them and recall their names.

Note that some 3D shapes fit into more than one category.

*There are other categories of 3D shapes, but these cover what is needed for the GCSE course.

Here are some examples of common 3D shapes;

Step-by-step guide: 3D shape names

- Faces, edges and vertices

Polyhedra are 3D shapes made up of faces, edges and vertices as illustrated below.

The shape in the table is a cube. It has 6 faces, 12 edges and 8 vertices.

Step-by-step guide: Faces, edges and vertices

The volume of a 3D shape is the amount of space there is inside the shape.

Step-by-step guide: How to calculate volume

- Surface area

Surface area is the total area occupied by the surface of a 3D shape.

To find the surface area of a prism, cylinder or pyramid it is often helpful to draw the net of the 3D shape, calculate the area of each face, and then add them together.

To find the surface area of 3D shapes with curved surfaces such as spheres and cones (higher GCSE only), there are special formulas you should use

Surface area of a sphere =4 \times \pi \times radius^{2}

Curved surface area of a cone =\pi \times radius \times length

Step-by-step guide: How to calculate surface area

- Plans and elevations

We can use isometric paper to draw 3D shapes.

For example, this 3cm \times 3cm \times 3cm cube has been drawn using the dots as guides.

We can also draw 2D images of 3D shapes from different perspectives. These are called plans and elevations .

A plan is a drawing of what a 3D shape looks like from above looking down (like the bird’s eye view). An elevation is a drawing of what a 3D shape looks like from the side or front.

For example,

Draw the plan and side elevation of this 3D shape.

We can also recreate a 3D shape when we are given the plan and elevations .

Draw the 3D shape which has the following plan and elevations .

Step-by-step guide: Plans and elevations

A prism is a polyhedra that has congruent cross sections . In non-mathematical words, it is a 3D shape that can be sliced like a loaf of bread, and each slice will look like the same flat shape.

For example, a triangular prism has triangular cross sections.

The net of a prism consists of two identical 2D shapes and a number of rectangles.

The number of rectangles is equal to the number of sides in the 2D shape. For example, the net of a triangular prism has 3 rectangles because a triangle has 3 sides. Below are the nets of 3 different prisms.

We can calculate the volume and surface area of prisms.

Step-by-step guide: Prism

A cuboid is a polyhedron with 6 rectangular faces.

Cubes are a special type of cuboid where the length, width and height are all equal.

The net of a cuboid consists of 6 rectangles.

We can calculate the volume and surface area of cuboids.

Step-by-step guide: Cuboid

- Triangular prisms

A triangular prism is a polyhedron consisting of two triangular ends connected by three rectangles. The triangular ends of a triangular prism are congruent (exactly the same).

The net of a triangular prism consists of 3 rectangles and 2 triangles.

We can calculate the volume and surface area of triangular prisms.

Step-by-step guide: Triangular prism

## Spheres and hemispheres

A sphere is a 3D shape which can be described simply as a ball. Mathematically it is a non-polyhedra with no vertices and just a single curved surface . Every point on the surface of a sphere is equidistant from the centre. This distance is the radius of the sphere.

A hemisphere is half a sphere. It has one curved surface and one flat circular surface.

We can calculate the volume and surface area of spheres and hemispheres.

Step-by-step guide: Sphere

Step-by-step guide: Hemisphere

Cones are like pyramids but with circular bases. The cross-sections of a cone are similar circles.

We can calculate the volume and surface area of a cone.

Step-by-step guide: Cone

Geometrically a cylinder is like a prism. The cross sections of cylinders are congruent circles.

The net of a cylinder consists of two identical circles and one rectangle that folds around the circles to create a curved surface.

We can calculate the volume and surface area of a cylinder.

Step-by-step guide: Cylinder

A pyramid is a 3D shape which has a flat base shape and an apex.

A pyramid has similar cross-sections as shown in this diagram.

We can calculate the volume and surface area of a pyramid.

Step-by-step guide: Pyramid

See also: Square based pyramid

## Volume and surface area of cuboids and prisms

We can work out the volume and surface area of 3D shapes.

The volume of a 3D shape is the space inside it.

The surface area of a 3D shape is the total area of all its faces.

To find the volume of a cuboid we use the formula,

Calculate the volume of the cuboid.

Length = 6 \ cm

Width = 2 \ cm

Height = 3 \ cm

Volume = 6 \times 2 \times 3 = 36 \ cm^3

The surface area of a cuboid can be calculated by adding together the areas of the six faces. The properties of a cuboid are such that the opposite faces are congruent rectangles.

Therefore we only need to find the area of three different rectangular faces, add them together, and then double this answer to find the total surface area.

Calculate the surface area of the cuboid.

Area front = 6 \times 4 = 24 \ cm^2

Area top = 4 \times 3 = 12 \ cm^2

Area side = 6 \times 3 = 18 \ cm^2

Total surface area

To calculate the volume of a prism , we calculate the area of the cross-section and then multiply this by the depth.

Calculate the volume of the prism.

This cross-section is a triangle.

Area triangle = \frac{1}{2}(\text{base} \times \text{height})

Area of the cross-section,

The surface area of a prism can be calculated by adding together the areas of all its faces.

Calculate the surface area of the prism.

This is a triangular prism. It has 5 faces.

Area of each triangular face = \frac{1}{2} (4 \times 3) = 6 \ cm^2

Area of base rectangle = 6 \times 4 = 24 \ cm^2

Area of vertical side rectangle = 3 \times 6 = 18 \ cm^2

Area of sloping side rectangle = 6 \times 5 = 30 \ cm^2

Total surface area = 6 + 6 + 24 + 18 + 30 = 84 \ cm^2

## Volume of cylinders, pyramids, cones and spheres

Geometrically a cylinder is like a prism, so we can calculate the volume using the same formula.

The cross-section of a cylinder is a circle and so we need to remember the formula for area.

For example, calculate the volume of the cylinder .

(Note that ‘height’ and ‘depth’ can be used interchangeably here.)

We can calculate the volume of a pyramid using this formula.

For example, calculate the volume of the pyramid .

Area of the base =6 \times 6 = 36 \ cm^2

We can calculate the volume of a cone using this formula.

For example, calculate the volume of the cone .

We can calculate the volume of a sphere using the formula.

Volume = \frac{4}{3} \pi r^{3}

For example, calculate the volume of the sphere .

## How to use 3D shapes

3D shapes is a broad topic which covers many different facts and skills.

We will learn about:

- Hemispheres

## Explain how to use 3D Shapes

## 3D shapes worksheet

Get your free 3D shapes worksheet of 20+ questions and answers. Includes reasoning and applied questions.

## 3D shapes examples

Example 1: 3d shape names.

What is the name of this 3D shape?

- Identify if the 3D shape is, i) a polyhedron (all flat polygonal faces) – go to step 2. ii) a non-polyhedron (includes a curved surface) – go to step 3.

This 3D shape has a curved surface; go to step 3.

2 Identify if all the faces are the same regular shape. i) If yes, this is one of the platonic solids (tetrahedron, cube, octahedron, dodecahedron or icosahedron). ii) If no, continue to step 3.

Skip this step.

3 Identify if the 3D shape is a) a pyramid or cone (3D shape with a base, an apex and similar cross-sectional areas). b) a prism or cylinder (3D shape with congruent cross-sectional areas). c) neither.

This 3D shape has a base, an apex and similar cross sectional areas; it is a pyramid.

4 Name the shape. a) For pyramids: the name of the base shape often forms the name of the 3D shape. b) For prisms: the name of the cross-sectional area often forms the name of the 3D shape. c) i) For neither (polyhedron): this is an irregular polyhedron or a compound solid. ii) For neither (non-polyhedron): those needed to be named on the GCSE syllabus are spheres and hemispheres .

Answer: Cone

## Example 2: faces, edges and vertices

How many faces, vertices and edges does this 3D shape have?

Inspect the shape to visualise its faces / edges / vertices.

This 3D shape is a prism. Below is a sketch of the net.

Count the number of faces / edges / vertices.

This 3D shape has 6 faces.

There are 4 edges going around the front polygon, there are 4 edges going around the back polygon, there are 4 edges joining the front and back polygons.

This gives a total of 12 edges.

There are 4 vertices at the bottom of the 3D shape. There are 4 vertices at the top of the 3D shape. This gives a total of 8 vertices.

Answer: 6 faces, 12 edges, 8 vertices.

## Example 3: volume of a sphere

Calculate the volume of a sphere with radius r=4.5cm. Write your answer correct to 2 decimal places.

Write down the formula for the volume of a sphere.

The volume of a sphere

V=\frac{4}{3}\pi{r^{3}}.

Substitute the given values into the formula.

Substituting r=4.5cm, into V, we have

V=\frac{4}{3}\times\pi\times{4.5^{3}}.

Complete the calculation.

V=381.70351

Write the answer, including the units.

The question asks for the answer to be correct to two decimal places.

The unit of length in the question is cm, so the answer for the volume will be in cm^{3}.

V = 381.70cm^{3}

## Example 4: plans and elevations

On square paper draw the plan, front elevation and side elevation of this 3D shape.

Draw the plan view.

The plan view is taken looking down onto the shape. We should only be able to see blue squares.

The plan view consists of 3 blue squares horizontally in line with each other.

Draw the front elevation.

The front elevation is taken looking from the left of the shape (as labelled on the diagram). We should only be able to see pink squares.

The front elevation consists of the three rows of 1, 2, and 3 pink squares in line with each other.

Draw the side elevation.

The side elevation is taken looking from the right of the shape. We should only be able to see green squares.

The side elevation consists of 3 green squares vertically in line with each other.

## Example 5: surface area

Calculate the total surface area of the cylinder below. Write your answer in terms of \pi.

Work out the area of each face.

The net of the cylinder consists of two circles and a rectangle where the width of the rectangle is the circumference of the circle, and the height of the rectangle is the height of the prism.

The circumference of the circle is C=2\pi{r}=2\times\pi\times{3}=6\pi .

Sketching and labelling the net of the cylinder, we have

The area of the top and bottom of the cylinder are the same, moreover, they are two circles with a radius of 3cm . Using the formula for the area of a circle ( A=\pi{r}^{2} ) where r = 3 , we have

A=\pi\times{3}^{2}=\pi\times{9}=9\pi .

As there are two circles, 9\pi\times{2}=18\pi .

Important note: We are leaving the working in terms of π as the answer is also in terms of π .

The remaining rectangular face has an area of

\text{area of a rectangle }=\text{height }\times\text{width }=5\times6\pi=30\pi .

Add the area of each face together.

The units of length in the question are in centimetres and so the units of area in the solution are in square centimetres ( cm^{2} ).

The surface area of the cylinder in terms of π is 48 \pi cm^{2} .

## Example 6: volume

Calculate the volume of the triangular prism below.

Write down the formula.

The volume of a triangular prism is

V=\text{area of the triangular cross section }\times\text{length}.

Calculate the area of the triangular cross section and substitute the values.

The area of a triangle is A=\frac{b\times{h}}{2} .

As b=10cm and h=13cm , substituting these into A we get

A=\frac{10\times{13}}{2}=65 .

We now have A=65cm^{2} and l=16cm which we can substitute into the formula for the volume,

V=\text{area of the triangular cross section}\times\text{length}=65\times{16} .

Work out the calculation.

The units in the question are in centimetres and so the solution is in cubic centimetres ( cm^{3} ).

## Common misconceptions

- Using a descriptive 3D shape name instead of the correct mathematical name

Some 3D shapes have descriptive names or can be likened to certain categories of 3D shapes but must be referred to by the correct mathematical name. Here is a list of examples which are part of the GCSE syllabus.

Descriptive name/Incorrect name = correct mathematical name

Circular prism = cylinder

Rectangular prism = cuboid

Circular based pyramid = cone

Triangular based pyramid (equilateral triangles) = tetrahedron

Ball = sphere

Half a ball = hemisphere

- Using the wrong formula

There are several formulas that are given on the formula sheet for surface area and volume. Make sure you select the right one by correctly identifying the 3D shape in the question and what it is asking you to calculate.

- Using a mixture of units in a calculation

When you are calculating volume or surface area you must ensure that the units of length you are using are the same. This may mean that you need to convert a unit before you carry out a calculation. For example, if one length is given in metres and another is given in centimetres, you must convert one of them so that they are either both in metres or both in centimetres.

- Missing or incorrect units

You should always include units in your final answer. Surface area is measured in units squared (e.g. mm^{2}, \ cm^{2}, \ m^{2} etc). Volume is measured in units cubed (e.g. mm^{3}, \ cm^{3}, \ m^{3} etc). For volume you may also be asked to give your answer in litres or millilitres for example. Note that 1 \ ml= 1 \ cm^{3} 1 \ litre = 1000 \ ml = 1000 \ cm^{3}

- Hidden faces, edges and vertices

When counting the faces, edges or vertices on an image of a 3D shape you should consider carefully if there are any that are, in a sense, ‘hidden’. Some 3D drawings use dashed lines to represent edges that cannot be seen but sometimes they do not. In this case try and visualise if there are any ‘hidden’ faces, edges or vertices behind or underneath the 3D representation.

- Rounding at multiple stages during long calculations

It is important not to round decimal answers until the end of a calculation. Rounding at multiple stages will result in an inaccurate final answer. It is a good idea to learn how to use the ‘ANS’ button or memory function on your calculator which will help you to substitute long decimal answers into subsequent calculations.

- Mixing up the front and side elevations

The front elevation and the side elevation can be labelled in different ways. The front elevation is often indicated by an arrow, like in the picture below. Always look for an indication like this and do not make your own assumption about which perspective is the front.

## Practice 3D shapes questions

1. What is the name of this 3D shape?

Pentagonal Pyramid

Pentagonal Prism

Irregular Prism

This 3D shape has congruent cross-sectional areas, it is therefore a prism. The shape of the cross-section is a regular pentagon, hence, it is a pentagonal prism.

2. This is a square based pyramid. How many vertices does it have?

The base of the pyramid has 4 vertices as they are the corners of a square. The apex (the highest point if the shape) is another vertex, totaling 5.

3. Calculate the volume of a hemisphere with radius 5cm. Write your answer in terms of \pi .

The volume of a sphere is V=\frac{4}{3}\pi r^{3}.

A hemisphere is half this value.

4. Which of the following represents the plan view of the 3D shape below:

The plan view is from above looking down, the bird’s eye view.

5. Calculate the surface area of the triangular prism below.

Find the area of each face and then add these values together.

6. Calculate the volume of the cuboid below.

The volume of a cuboid is equal to V = h \times w \times d.

Here, V = 3.8 \times 9.2 \times 4.3 = 150.328 \ cm^{3} (remember cube units for volume).

## 3D shapes GCSE questions

1. Match the solid shape to the correct mathematical name.

For every two correct matches.

2. (a) Determine which shape has the greater volume?

(b) State the volume to surface area ratio of Shape A in its simplest form.

Volume of Shape A = 4^{3} = 64 \ cm^{3}

Volume of Shape B = \pi \times r^{2} \times h = \pi \times 2.6^{2} \times 3 = 63.7 \ cm^{3}

Shape A has a greater volume.

3. The sun is almost spherical. The diameter of the sun is approximately equal to 1.4\times 10^{6} \ km.

(a) Calculate the radius of the sun in standard form.

(b) Given that the volume of a sphere is equal to V=\frac{4}{3}\pi r^{3}, estimate the volume of the sun.

Write your answer in standard form correct to 2 significant figures.

V=\frac{4}{3}\times\pi\times(7\times{10^{5}})^3

## Learning checklist

You have now learned how to:

- Identify 3D shapes, including cubes and other cuboids, from 2D representations
- Construct and interpret plans and elevations of 3D shapes
- Calculate surface areas and volumes of spheres, pyramids, cones and composite solids
- Use the properties of faces, surfaces, edges and vertices of cubes, cuboids, prisms, cylinders, pyramids, cones and spheres to solve problems in 3D
- Recognise when it is possible to use formulae for area and volume of shapes
- Compare and classify geometric shapes based on their properties and sizes

## The next lessons are

- Pythagoras theorem
- Trigonometry
- Circle theorems

## Still stuck?

Prepare your KS4 students for maths GCSEs success with Third Space Learning. Weekly online one to one GCSE maths revision lessons delivered by expert maths tutors.

Find out more about our GCSE maths tuition programme.

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## Identifying 3D shapes: cubes, spheres, cones and cylinders

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Recognizing 3D shapes:

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- 3rd Grade Math Worksheets

## Free printable 3rd Grade worksheets for practicing 3D shapes

Spark your 3Grader’s interest in learning about 3D shapes with engaging worksheets and activities from Mathskills4kids . In this article, we will help your 3 rd graders familiarize themselves with common three-dimensional forms and what they look like in the real world, plus free printable 3rd Grade worksheets for practicing 3D shapes .

Also, your 3 rd graders will explore the amazing, what they are and how to identify them, how to draw them, and why they matter.

Teaching and learning about 3D shapes is fun and very important for your math and science skills. So let's get started!

## Introduction to 3D shapes

Learning about shapes can be very intimidating to some kids. However, a short and fun introduction to 3D shapes will help kids to develop a positive attitude and love for learning.

3D shapes have three dimensions: length, width, and height . They are different from 2D shapes, which only have two dimensions: length and width. Some examples of 3D shapes are cubes, spheres, cones, cylinders, pyramids, and prisms. You can see 3D shapes around you in the real world, such as buildings, balls, cans, hats, boxes, and more.

Learning about 3D shapes is important for 3rd graders because it helps them develop spatial reasoning skills . Spatial reasoning is the ability to imagine and manipulate objects in space. It is essential for many activities, such as solving puzzles, playing games, reading maps, designing buildings, etc. By learning about 3D shapes, you will be able to recognize them, describe them, compare them, and create them.

## BROWSE THE WEBSITE

Download free worksheets, 3rd grade math topics.

- Number and compapring
- Place value

Subtraction

- Understand multiplication
- Multiplication skill builders
- Multiplication fluency

Multiplication

- Understand division
- Division skill builders
- Division fluency
- Division practice
- Mixed operation
- Equations & variations
- Estimate & rounding
- Logical reasoning
- Telling time
- Data graph & probability
- Understanding fractions
- Equivalent fractions
- Comparing and ordering fractions
- Operations with fractions
- Unit of measurement
- Two-dimensional shapes
- Triangles and quadrilaterals
- Geometric measurement

## Start practice on Third Grade here

Why 3d shapes matter for 3rd graders.

As mentioned before, 3D shapes matter for 3 rd graders for many reasons. First, 3D shapes are everywhere in the real world. They are part of our everyday life and environment.

So, by learning about 3D shapes, your young math learners will be able to understand how things are made and how they work. For example, they will be able to see how a cube can be used to make a dice or a Rubik's cube, how a cone can be used to make an ice cream cone or a traffic cone, how a cylinder can be used to make a soda can or a pipe, and so on.

Secondly, learning about 3D shapes helps 3 rd graders develop spatial reasoning skills . Spatial reasoning is important for many subjects in school, such as math, science, art, and engineering.

By learning about 3D shapes, 3 rd Grade students can solve problems involving geometry, measurement, symmetry, patterns, transformations, and more. They can also express their creativity and imagination by drawing and making 3D shapes.

## What are 3d shapes, and how to identify them

As we said before, 3D shapes have three dimensions: length, width, and height. They are also called solid shapes because they have volume or space inside them. You can touch them and feel their surfaces.

To identify 3D shapes , look at their properties or characteristics. Some of the properties of 3D shapes are:

- The number of faces they have. A face is a flat surface of a 3D shape.
- The number of edges they have. An edge is where two faces meet.
- The number of vertices they have. A vertex is where three or more edges meet.
- The shape of their faces. Some faces can be squares, rectangles, triangles, circles, or other polygons.
- The type of their edges . Some edges can be straight or curved.
- The type of their vertices . Some vertices can be pointed or rounded.

For example, a cube has six faces that are all squares. It has twelve edges that are all straight. It has eight vertices that are all pointed. A sphere has one face that is curved all around. It has no edges or vertices.

Here are some examples of common 3D shapes and their properties:

## How to count 3d shapes’ faces, edges, and vertices: Best strategy from Mathskills4kids.com

One way to help 3 rd graders practice their 3D shapes skills is to count the number of faces, edges, and vertices of different 3D shapes . Visit Mathskills4kids.com and grasp the best strategies and tips for counting, identifying, and comparing 3D shapes:

To count the faces, edges, and vertices of a 3D shape, you can use these tips to teach kids:

- Ask them to look at the shape from different angles and perspectives. This can help them to see all the faces, edges, and vertices clearly.
- Ask them to use their fingers or a pencil to trace the faces, edges, and vertices. This can help them track what you have counted and avoid repeating or missing any.

For example, for a cube , they can use the formula F = 6, E = 12, V = 8.

For a prism , they can use the pattern F = B + 2, E = 3B, V = 2B, where B is the number of sides of the base polygon.

Here are some examples of how to count the faces, edges, and vertices of some 3D shapes:

A cube has twelve edges that are all straight. To count them, look at each corner of the cube and count two edges for each corner. They can also use the formula E = 12.

A cube has eight vertices that are all pointed. To count them, they can look at each corner of the cube and count one vertex for each corner. You can also use the formula V = 8.

A sphere has no edges or vertices. To count them, kids can look at the sphere’s surface and see no lines or points. They can also use the formulas E = 0 and V = 0.

A cone has one curved edge. To count it, kids can look at the rim of the base of the cone and count one edge for it. They can also use the formula E = 1.

A cone has one vertex that is pointed. To count it, they can look at the tip of the cone and count one vertex for it. They can also use the formula V = 1.

## How to draw 3D shapes

Another way to help 3d graders practice their 3D shapes skills is to draw them on paper or a computer. Drawing 3D shapes can help children visualize them better and express their creativity.

To draw 3D shapes , your 3 rd graders can use these tips:

- Use basic shapes as building blocks . They can start by drawing simple shapes like squares, circles, triangles, or polygons and then add details to make them look like 3D shapes.
- Use shading and shadows to create depth and perspective . 3 rd graders can use different shades of color or strokes to make some parts of the shape look darker or lighter. This can help them to create an illusion of depth and perspective.
- Also, kids can use dotted or dashed lines to show hidden parts of the shape . They can use dotted or dashed lines to show parts of the shape that are behind other parts or not visible from your point of view.

Here are some examples of how to draw some 3D shapes:

- To draw a cube , start by drawing two squares that are slightly offset from each other. Then connect their corresponding corners with straight lines to form a cube shape. You can shade some parts of the cube to make it look more realistic. You can also label their faces with numbers or letters to show their properties.
- To draw a sphere , start by drawing a circle on paper or a computer screen. Then shade it with different colors or strokes to make it look more spherical. You can also add a shadow below it to make it look more realistic.
- To draw a cone , draw a circle on paper or a computer screen. Then draw a triangle above it with its base touching the circle and its vertex pointing up. Then erase or hide part of the circle inside the triangle to form a cone shape. You can shade some parts of the cone to make it look more realistic.

## Fun activities to practice 3D shapes skills

Apart from using free printable 3rd Grade worksheets for practicing 3D shapes , learning about 3D shapes can be fun and engaging with hands-on activities. Here are some ideas and fun activities that students can practice and reinforce their 3D shapes skills and have fun at the same time:

- Shape Hunt : Students can go on a scavenger hunt around the classroom or their home and look for objects that match different 3D shapes. They can use a checklist or a bingo card to keep track of the shapes they find and compare them with their classmates or family members.
- Shape Sort : Students can sort various objects into groups based on their 3D shapes. They can use containers, baskets, or boxes to separate the objects by shape and label them with the shape’s name. They can also sort the objects by other criteria, such as color, size, or function.
- Shape Model : Students can use clay, playdough, or other materials to create models of 3D shapes . They can use tools such as toothpicks, straws, or pipe cleaners to make the edges and vertices of the shapes. They can also decorate their models with stickers, beads, or other items to make them more colorful and creative.
- Shape Puzzle : Students can cut out pictures of 3D shapes from magazines, newspapers, or online sources and glue them onto cardboard or paper. They can then cut the shapes along the edges and mix them up. They can challenge themselves or their peers to assemble the puzzle pieces and name the shapes they see.
- Shape Game : Students can play games that involve 3D shapes , such as memory, matching, or bingo. They can use cards, dice, or spinners to generate random shapes and try to find their pairs, match them with their names or properties, or mark them on their bingo cards. They can also make up their rules and variations to make the games more fun and challenging.

These are just some activities students can do to practice their 3D shapes skills. There are many more possibilities that students can explore and invent on their own. The key is to make learning about 3D shapes enjoyable and meaningful for 3rd graders.

## Some real-world examples of 3D shapes

One of the reasons why learning about 3D shapes is important for 3rd graders is because they are everywhere in the real world. Recognizing and understanding 3D shapes can help students appreciate the beauty and diversity of nature and human-made objects. It can also help them solve problems and make decisions in everyday life.

Here are some examples of 3D shapes students might see in the real world:

- Sphere : A sphere is round with no faces, edges, or vertices. It is the same shape as a ball, a globe, a bubble, or an orange.
- Cube : A cube is a shape that has six square faces, twelve edges, and eight vertices. It is the same shape as a dice, a Rubik's cube, a sugar cube, or an ice cube.
- Cylinder : A cylinder is a shape that has two circular faces and one curved face. It has no vertices and two edges. It is the same shape as a soda can, a toilet paper roll, a candle, or a drum.
- Cone : A cone is a shape that has one circular face and one curved face. It has one vertex and one edge. It is the same shape as an ice cream cone, a party hat, a traffic cone, or a megaphone.
- Pyramid : A pyramid is a shape that has one polygonal face (usually a square) and four triangular faces . It has five vertices and eight edges. It is the same shape as the Egyptian pyramids, a tent, a cheese wedge, or a roof.
- Prism : A prism is a shape that has two polygonal faces (usually rectangles) and several rectangular faces . It has as many vertices and edges as its base polygon has sides. It is the same shape as a box, a book, a brick, or a prism.

These are just some examples of 3D shapes students might encounter in the real world. There are many more examples that students can discover and explore by observing their surroundings and using their imagination.

## Bonus: Find more resources and free printable 3rd Grade worksheets for practicing 3D shapes learning here!

If you want to find more resources, activities, and free printable 3rd Grade worksheets for practicing 3D shapes learning , you are in luck! Many online sources offer interactive games, videos, worksheets, quizzes, and more to help you master your 3D shapes skills.

Here are some of the resources you can check out:

- Math Playground : This website offers fun and engaging games that let you practice identifying, sorting, drawing, and building 3D shapes. You can also learn about the properties and formulas of 3D shapes and test your knowledge with quizzes and puzzles. https://www.mathplayground.com/3d_shapes.html
- Learning Time Fun: This website offers comprehensive and clear videos that explain the concepts and vocabulary of 3D shapes . You can also practice your skills with interactive exercises and quizzes that provide instant feedback and hints. https://www.youtube.com/watch?v=CkMcboPCg7A
- com : This website offers colorful and creative worksheets that let you practice your 3D shapes skills in various ways. You can also find fun activities and crafts that let you make your 3D shapes, models, and projects. https://www.education.com/worksheets/third-grade/geometry/
- IXL : This website offers an adaptive and personalized practice that lets you work on your 3D shapes skills at your own pace and level. You can also track your progress and achievements with awards and certificates. https://www.ixl.com/math/grade-3/identify-and-compare-three-dimensional-shapes

These are just some resources to reinforce your 3D shapes learning in 3rd Grade. There are many more resources that you can find online or offline that suit your kid’s needs and preferences.

Thank you for sharing the links of MathSkills4Kids.com with your loved ones. Your choice is greatly appreciated.

## Conclusion: Keep Practicing and Have Fun

In this article, you have learned about 3D shapes for 3rd graders . You have learned why 3D shapes matter , what they are and how to identify them, how to count their faces, edges, and vertices, how to draw them, how to practice your skills with fun activities, and how to find real-world examples of them.

You have also learned about some additional resources that you can use to further your learning.

Learning about 3D shapes is important for 3rd graders because it helps them develop their spatial reasoning skills, which are essential for math, science, engineering, art, and more. It also helps them appreciate the beauty and diversity of the world.

We hope you have enjoyed this article and learned something new and useful. We encourage you to explore our Mathskills4kids’ free printable 3rd Grade worksheets for practicing 3D shapes plus other additional resources and encourage your 3 rd graders to keep practicing their 3D shapes skills.

Remember, learning about 3D shapes can be fun and rewarding!

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- Color the bases of the blocks below.
- Complete the following table.
- Total number of faces
- Number of lateral faces
- Shape of lateral faces
- Number of bases
- Shape of the bases
- Name of the 3-D shape
- What are the names of the following blocks?
- What are the names of the following shapes?
- Matching - 3D shapes
- Matching - 2D and 3D shapes
- Word problems
- Guess what is it

- P2 - Addition Subtraction Multiplication Division 加減乘除-練習
- P2 - Addition Subtraction Multiplication Division 加減乘除-高階題目
- P2 - 3-digit Numbers / 三位數
- P2 - Method of Counting (Group of 20/25/50/100) / 數數方法
- P2 - Time (Time Interval - minute) / 認識時間 - 經過的時間 (分鐘)
- P2 - Perpendicular Lines
- P2 - Knowing Angles (Right angle, acute angle, obtuse angle) / 角 - 直角 銳角 鈍角
- P2 - Word Problems / 應用題
- P2 - Directions / 四個主要方向
- P2 - 貨幣的總值和轉換
- P2 - 數學科 模擬試卷

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## Free Printable 3D Shapes Worksheets for 3rd Grade

Math 3D Shapes worksheets for Grade 3 students: Discover a world of engaging and educational printable resources to help young learners master the fundamentals of geometry and enhance their understanding of three-dimensional shapes.

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- Rectangular Prisms

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## Explore printable 3D Shapes worksheets for 3rd Grade

3D Shapes worksheets for Grade 3 are an essential resource for teachers looking to enhance their students' understanding of math and geometry concepts. These worksheets provide a variety of engaging activities that help students explore the properties of three-dimensional shapes, such as cubes, cylinders, cones, and spheres. By working with these worksheets, students in Grade 3 will develop their spatial reasoning skills, learn to identify and classify 3D shapes, and understand the relationship between 2D shapes and their 3D counterparts. Teachers can use these worksheets to supplement their existing math curriculum, provide extra practice for struggling students, or challenge advanced learners with more complex problems. 3D Shapes worksheets for Grade 3 are a valuable tool for any educator looking to improve their students' math and geometry skills.

Quizizz is an excellent platform for teachers to incorporate 3D Shapes worksheets for Grade 3 into their lesson plans, as well as access a wide range of other educational resources. With Quizizz, educators can create interactive quizzes, polls, and presentations that engage students and help them learn math and geometry concepts in a fun and interactive way. Teachers can easily customize the content to suit the needs of their Grade 3 students, track progress, and provide instant feedback to help students improve their understanding of 3D shapes. In addition to 3D Shapes worksheets, Quizizz offers a vast library of resources covering various subjects and grade levels, making it a one-stop-shop for all your teaching needs. By incorporating Quizizz into your classroom, you can ensure that your Grade 3 students have the tools they need to succeed in math and geometry.

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Explore printable 3D Shapes worksheets for 8th Grade. 3D Shapes worksheets for Grade 8 are an essential resource for teachers looking to enhance their students' understanding of math and geometry concepts. These worksheets provide a variety of engaging exercises and activities that challenge students to explore the properties and ...

Nets of 3D Shapes. Students of grade 4 through grade 8 batten down the hatches and prepare for a raging storm of exercise in these nets of 3D shapes worksheets. Identifying the 2D nets of flattened 3D shapes and figuring out the 3-dimensional shape resulting from a folded net are the two essential skills emphasized in these handouts.

Welcome to our 3D Shapes (bodies) page! We have a wide selection of worksheets and learning resources on 3D shapes, including naming 3D shapes, shape riddles and puzzles, and sheets about the properties of 3D shapes - identifying properties such as faces, edges, and vertices. We also have resources with 3D shapes and their nets.

The Grade 8 2D & 3D Shapes worksheets offer intrinsic value with a special focus on the concepts and properties of shapes based on their sides, angles and other attributes. Grade 8 2D & 3D Shapes worksheets include the following concepts: 2-Dimensional Shapes - The primary goal of these worksheets is to familiarize and introduce different parts ...

In these 3-D shapes worksheets, we will learn all the 3- dimensional shapes and their properties. Consider representing these shapes on three axis- x, y and z axis. Thus the measurable attributes on three axis are length, width and height (depth or thickness). A few three dimensional shapes are shown below.

Included in this download are 3 different practice worksheets. The first is a chart to help students learn the properties of various 3D shapes, as well as compare them and find real life examples. The second worksheet is a simple matching page to help kids determine the nets (what each shape looks like taken apart and laid flat) of each of the ...

3d Shapes Worksheets. 3D shapes worksheets promote a better understanding of the properties associated with the various types of 3D shapes. These worksheets can include problems in surface areas and volumes. The level of difficulty usually starts by solving questions based on easier shapes such as cuboids and moves on to more complex shapes.

We have a wide selection of worksheets and learning resources on 3D shapes, including naming 3D shapes and sheets about the properties of 3D shapes. There ar. Over 4,500 free worksheets available to learn and practice math. Designed by experts and adapted to the demands of each country and school grade. ... Worksheets; Eighth Grade; Identifying ...

Three dimensional geometry/Measurement. Three-dimensional geometry/measurement refers to three-dimensional (3D) shapes and the measurement of their shapes concerning volume and surface area. The figures of prisms, cylinders, pyramids, cones and spheres are all 3D figures.

Teachers can use these worksheets as in-class activities, homework assignments, or even as assessment tools to gauge their students' progress in mastering surface area concepts. Surface Area worksheets for Grade 8 are a valuable resource for teachers looking to improve their students' math skills and understanding of geometry and area.

Review second grade geometry concepts from two- and three-dimensional shapes to symmetry with this helpful shape study guide. 2nd grade. Math. ... Introduce your child to our 3D shapes worksheets. Besides learning to identify various geometric shapes and important concepts like symmetry, dimensions, and plane, your young student can print, cut ...

Volume of 3D Shapes worksheet description This worksheet provides practice of finding the volume of compound shapes made from cuboids, prisms, and cylinders. Section A begins the worksheet with shapes made from cuboids; these volumes can be found in many ways and the shapes given will challenge learners to think about different methods.

In conclusion, 3D Shapes worksheets for Class 8 are an invaluable tool for teachers seeking to provide a comprehensive and engaging geometry education for their students. In addition to 3D Shapes worksheets for Class 8, teachers can also utilize Quizizz, an interactive learning platform that offers a wide range of resources and tools to support ...

We have a wide selection of worksheets and learning resources on 3D shapes, including naming 3D shapes, shape riddles and puzzles, and sheets about the properti. Over 4,500 free worksheets available to learn and practice math. Designed by experts and adapted to the demands of each country and school grade. ... Eighth Grade 3D Shapes. No Results ...

8th grade 7 units · 121 skills. Unit 1 Numbers and operations. Unit 2 Solving equations with one unknown. Unit 3 Linear equations and functions. Unit 4 Systems of equations. Unit 5 Geometry. Unit 6 Geometric transformations. Unit 7 Data and modeling. Course challenge.

CCSS Description: Recognize and draw shapes having specified attributes, such as a given number of angles or a given number of equal faces.1 Identify triangles, quadrilaterals, pentagons, hexagons, and cubes. Analyze and compare two- and three-dimensional shapes, in different sizes and orientations, using informal language to describe their similarities, differences, parts (e.g., number of ...

Nets of 3D Shapes Worksheets. Raid this printable compilation of nets of 3D shapes worksheets to find exercises like identifying 3D figures from nets, matching nets with solids, choosing the correct net. Turn the boredom of your grade 4 through grade 8 students into a fun-filled experience with endless options like drawing nets, cut and glue ...

The worksheets we offer at Cazoom Maths are designed for the middle-school level but are also ideal for high school students who need a refresher course on the subject. We offer a 3d shapes worksheet for the types of problems sixth-and seventh-grade students come across while learning common. core math and going through testing.

Plans and elevations. We can use isometric paper to draw 3D shapes.. For example, this 3cm \times 3cm \times 3cm cube has been drawn using the dots as guides.. We can also draw 2D images of 3D shapes from different perspectives. These are called plans and elevations.. A plan is a drawing of what a 3D shape looks like from above looking down (like the bird's eye view).

Recognizing 3D shapes worksheets. 3D shapes are shapes that has three dimensions - length, width and height. In these worksheets, students will be familiarized with different 3D shapes such as cube, sphere, cone and sphere. Geometry | Grade 1 | Free | Printable | Worksheets

Explore printable Volume worksheets for 8th Grade. Volume worksheets for Grade 8 are an essential resource for teachers looking to help their students master the concepts of volume in Math and Geometry. These worksheets provide a variety of exercises and problems that cover topics such as calculating the volume of various 3D shapes, including ...

Apart from using free printable 3rd Grade worksheets for practicing 3D shapes, learning about 3D shapes can be fun and engaging with hands-on activities. Here are some ideas and fun activities that students can practice and reinforce their 3D shapes skills and have fun at the same time: Shape Hunt: Students can go on a scavenger hunt around the ...

P2 - Addition Subtraction Multiplication Division 加減乘除-練習. P2 - Addition Subtraction Multiplication Division 加減乘除-高階題目. P2 - 3-digit Numbers / 三位數. P2 - Method of Counting (Group of 20/25/50/100) / 數數方法. P2 - Time (Time Interval - minute) / 認識時間 - 經過的時間 (分鐘) P2 - Perpendicular Lines.

These worksheets provide a variety of engaging activities that help students explore the properties of three-dimensional shapes, such as cubes, cylinders, cones, and spheres. By working with these worksheets, students in Grade 3 will develop their spatial reasoning skills, learn to identify and classify 3D shapes, and understand the ...