🎓 Grade 2📄 Free PDF✅ Answer Keys🎯 4 Classroom Sets

Attributes of 3D Solids: Faces, Edges & Vertices · Free Worksheets (Grade 2)

Practice attributes of 3d solids: faces, edges & vertices (Grade 2) with free printable PDF worksheets. 4 pre-packaged classroom sets with 100% verified step-by-step answer keys, plus an unlimited live customizer for teachers and homeschoolers.

📐Aligned to Common Core (CCSS.MATH.CONTENT.2.G.A.1)·5-10 min per sheet

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PanMaths.comAttributes of 3D Solids: Faces, Edges & Vertices Worksheets • Set A (Standard)

Name: __________________________

Date: _____________ Period: ____

Score: _____ / 10

1.Count faces, edges & vertices:

Faces:

___

Edges:

___

Vertices:

___

Solid:

________________

2.Count faces, edges & vertices:

Faces:

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Edges:

___

Vertices:

___

Solid:

________________

3.Count faces, edges & vertices:

Faces:

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Edges:

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Vertices:

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Solid:

________________

4.Count faces, edges & vertices:

Faces:

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Edges:

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Vertices:

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Solid:

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5.Count faces, edges & vertices:

Faces:

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Edges:

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Vertices:

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Solid:

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6.Count faces, edges & vertices:

Faces:

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Edges:

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Vertices:

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Solid:

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7.Count faces, edges & vertices:

Faces:

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Edges:

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Vertices:

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Solid:

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8.Count faces, edges & vertices:

Faces:

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9.Count faces, edges & vertices:

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10.Count faces, edges & vertices:

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Solid:

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PanMaths.com • Free Printable Math WorksheetsPage 1 of 2

PanMaths.comAnswer Key & Worked Solutions • Set A (Standard)

Answer Key

Total Problems: 10

1.Count faces, edges & vertices:

Faces:

Edges:

Vertices:

Solid:

Cube

6F, 12E, 8V ➔ Cube ✓

2.Count faces, edges & vertices:

Faces:

Edges:

Vertices:

Solid:

Rectangular Prism

6F, 12E, 8V ➔ Rectangular Prism ✓

3.Count faces, edges & vertices:

Faces:

Edges:

Vertices:

Solid:

Cylinder

2F, 0E, 0V ➔ Cylinder ✓

4.Count faces, edges & vertices:

Faces:

Edges:

Vertices:

Solid:

Square Pyramid

5F, 8E, 5V ➔ Square Pyramid ✓

5.Count faces, edges & vertices:

Faces:

Edges:

Vertices:

Solid:

Cone

1F, 0E, 1V ➔ Cone ✓

6.Count faces, edges & vertices:

Faces:

Edges:

Vertices:

Solid:

Sphere

0F, 0E, 0V ➔ Sphere ✓

7.Count faces, edges & vertices:

Faces:

Edges:

Vertices:

Solid:

Triangular Prism

5F, 9E, 6V ➔ Triangular Prism ✓

8.Count faces, edges & vertices:

Faces:

Edges:

Vertices:

Solid:

Triangular Pyramid

4F, 6E, 4V ➔ Triangular Pyramid ✓

9.Count faces, edges & vertices:

Faces:

Edges:

Vertices:

Solid:

Cube

6F, 12E, 8V ➔ Cube ✓

10.Count faces, edges & vertices:

Faces:

Edges:

Vertices:

Solid:

Rectangular Prism

6F, 12E, 8V ➔ Rectangular Prism ✓

PanMaths.com • Answer Key & SolutionsPage 2 of 2

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Worksheet Info

Categorygrade-2

Grade LevelGrade 2

DifficultyEasy, Medium, Hard, Sprint

Time5-10 min

CCSS CodeCCSS.MATH.CONTENT.2.G.A.1

Skills Practiced

✓ Attributes of 3D Solids: Faces, Edges & Vertices

Key Strategies

🧊 Faces (Flat Surfaces): A face is an individual flat surface of a solid. For example, a cube has 6 identical square faces, while a cylinder has 2 circular flat faces.
📏 Edges (Straight Lines): An edge is the straight line segment where two flat faces meet. A rectangular prism and a cube both have 12 straight edges.
📍 Vertices (Sharp Corners): A vertex is a point or corner where three or more edges intersect. A cube has 8 vertices; a square pyramid has 5 vertices (including its top apex).
🌐 Curved Surfaces vs. Flat Faces: Spheres, cylinders, and cones have curved surfaces that allow them to roll. A sphere has 0 flat faces, 0 edges, and 0 vertices.

Related Worksheets

📄 Base-10 Blocks to 1,000View →📄 Expanded Form 3-Digit NumbersView →📄 Comparing 3-Digit NumbersView →📄 Skip Counting by 3s and 4sView →

📜 Standard: CCSS.MATH.CONTENT.2.G.A.1🔗 CCSS.MATH.CONTENT.1.G.A.2🔗 CCSS.MATH.CONTENT.3.G.A.1

Mastering Attributes of 3D Solids: Faces, Edges & Vertices: Core Concepts & Mental Models

Three-dimensional (3D) solids are solid figures that occupy space with length, width, and height. In Grade 2, students explore the defining geometric attributes of 3D shapes: counting their flat faces (2D surfaces), straight edges (where two faces meet), and vertices (sharp corner points where three or more edges meet), while observing which shapes can roll, slide, or stack.

Worked Example & SolutionTeacher Step-by-Step Method

📝 Problem: Count the faces, edges, and vertices of a cube. Name the solid.

Worked Solution: 1. Faces: 6 identical flat square faces (top, bottom, front, back, left, right). 2. Edges: 12 straight line segments. 3. Vertices: 8 sharp corner points. 4. Solid: Cube (Euler: 8 - 12 + 6 = 2) ✅

💡 Essential Strategies for Attributes of 3D Solids: Faces, Edges & Vertices

🧊 Faces (Flat Surfaces)

A face is an individual flat surface of a solid. For example, a cube has 6 identical square faces, while a cylinder has 2 circular flat faces.

📏 Edges (Straight Lines)

An edge is the straight line segment where two flat faces meet. A rectangular prism and a cube both have 12 straight edges.

📍 Vertices (Sharp Corners)

A vertex is a point or corner where three or more edges intersect. A cube has 8 vertices; a square pyramid has 5 vertices (including its top apex).

🌐 Curved Surfaces vs. Flat Faces

Spheres, cylinders, and cones have curved surfaces that allow them to roll. A sphere has 0 flat faces, 0 edges, and 0 vertices.

📖 Key Mathematical Vocabulary

3D Solid

A three-dimensional geometric figure with length, width, and height.

Face

A flat surface of a 3D solid (shaped like a polygon, such as a square, rectangle, triangle, or circle).

Edge

A straight line segment formed where two flat faces intersect.

Vertex (Vertices)

A corner point where edges meet. (A cone has 1 apex/vertex).

Cube

A solid with 6 equal square faces, 12 straight edges, and 8 vertices.

Rectangular Prism

A box-like solid with 6 rectangular faces, 12 straight edges, and 8 vertices.

Pyramid

A solid with 1 polygonal base and triangular faces meeting at a common apex.

Cylinder

A solid with 2 circular flat bases and 1 curved surface.

Cone

A solid with 1 circular flat base, 1 curved surface, and 1 apex/vertex.

Sphere

A perfectly round 3D solid with no flat faces, no edges, and no vertices.

🎯 4 Differentiated Classroom Sets Included

Standard 10Version A

Set A: Core 3D Solids & Attribute Counting (10 Problems)

Count faces, edges, vertices, and identify solid names across high-res isometric 3D vectors (cube, prism, pyramid, cylinder, cone, sphere).

Anti-CheatVersion B

Set B: Alternate Solid Orientations & Anti-Cheat (10 Problems)

Parallel structure with rotated solids, triangular prisms, and alternate configurations to eliminate desk-copying.

ChallengingVersion C

Set C: Attribute Riddles & Roll/Slide/Stack Reasoning (8 Problems)

Deduce solid identity from clue cards, face shapes, and roll vs. stack physical properties.

Speed SprintVersion D

Set D: Fast Attribute Fluency Sprint (12 Problems)

Rapid-fire attribute recall: fill in missing face, edge, and vertex counts under timed conditions.

❓ Frequently Asked Questions

How do you solve a attributes of 3d solids: faces, edges & vertices problem step by step?

Here is a worked example: "Count the faces, edges, and vertices of a cube. Name the solid.". Solution: 1. Faces: 6 identical flat square faces (top, bottom, front, back, left, right). 2. Edges: 12 straight line segments. 3. Vertices: 8 sharp corner points. 4. Solid: Cube (Euler: 8 - 12 + 6 = 2) ✅

What is the core learning objective for attributes of 3d solids: faces, edges & vertices?

Identify and describe three-dimensional geometric solids (cube, rectangular prism, square pyramid, triangular prism, cylinder, cone, sphere) based on their defining attributes: count of flat faces, straight edges, and sharp vertices; distinguish flat faces from curved surfaces. This directly aligns with Common Core Standard CCSS.MATH.CONTENT.2.G.A.1.

What is included in the 4 differentiated worksheet sets?

Set A covers standard core practice (Count faces, edges, vertices, and identify solid names across high-res isometric 3D vectors (cube, prism, pyramid, cylinder, cone, sphere).). Set B is an Anti-Cheat version with alternate numbers to prevent copying. Set C features challenging problems, and Set D is a timed sprint.

Are these attributes of 3d solids: faces, edges & vertices worksheets free to print with answer keys?

Yes! Every single worksheet on PanMaths is 100% free with no sign-up needed. Each sheet includes a dedicated Answer Key on Page 2 with step-by-step intermediate evaluation lines for 1-minute grading.