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LESSON PLAN 3D shapes: 3 
Marianthe Loucataris 
Year Level/s: 06/07/2013 Curriculum Area: 
(e.g. Mathematics) 
Mathematics 
sub strand shape 
Date: 02/09/2013 Time Period: 11.40- 12.55 
Specific Lesson Learning Goals (What will the students learn during this particular lesson?) 
This lesson will focus on Reasoning as a Proficiency in the Mathematics Curriculum. “ applying known 
geometric facts to draw conclusions about shapes” 
Can students identify a variety of 3D shapes. Can they explain the difference between prisms and 
pyramids? Can they identify the nets of common 3D shapes? Do they know and can they use the 
language to describe the attributes of 3D shapes- faces, vertices, edges, apex, base, parallel? 
Curriculum Links Year 6 
Construct simple prisms and pyramids 
.constructing prisms and pyramids from nets, and skeletal models 
Students’ Prior Knowledge: 
Students have made 3D shapes with straws and pipe cleaners. They have made 3D shapes with paper 
nets. They are familiar with 3D shape attributes : Faces, edges, vertices. 
Preparation: (classroom layout, resources, groupings) 
6 sets of 3D shapes and corresponding nets and list of attributes. 
Images within this file. 
photocopies of cards for students to identify as a worksheet
Time: 
5 mins 
5-10mins 
Lesson Progression 
Introduction 
In this lesson we are going to practice recognising 3D shapes, their nets and a list 
of their attributes. I have made up 6 sets of cards so that you can play the game 
we played last week in groups. Before we do that we will watch some videos and 
take a look at a problem solving exercise using geometry. 
How do you think the geometry we have been studying is used in the world. What 
areas of life does it influence? Let’s have a look at some architecture. 
http://inhabitat.com/50-year-old-buckminster-fuller-project-in-ohio-gets-a-7-million-upgrade/ 
asm-international-buckminster-fuller-scott-pease-2/?extend=1 
I have a couple of videos for you to watch, the first one features the 2 dimensional 
shapes which form some of the bases of the prisms and pyramids you have been 
making. 
Nonagon - They Might Be Giants | TMBG - YouTube 
▶ 1:22▶ 1:22 
www.youtube.com/watch?v=z5m8BWk5LoQ 
Video 2 : Geometry as Art. 
http://vimeo.com/9502411 
“Last week when we made nets. You all made some great shapes.” 
Show some of them, ask students to identify them and list their attributes. Can you 
show us how you counted the attributes, or in other words faces, edges and 
vertices?” “One of you decided to challenge yourself and try doing a nonagonal 
prism. Which is great because when we are thinking mathematically or 
scientifically- It’s about asking questions we don’t know. That is how we discover 
things.” 
So I thought we would take a quick look at how to construct a Nonagon. 
Questions 
How could we make a nonagon? How many sides does a nonagon have? 
How could we draw one? Do we want to draw a regular nonagon? Can anyone 
define a regular polygon? What if we used a circle to start with. What do we know 
about circles? How many degrees do they have? 
Nonagonal prism. 27 edges: 9 on each end face and 9 other edges between the side faces. 
11 faces: two end faces and 9 side faces 
18 vertices: 9 on each end face. 
Show picture below once the answers have emerged from students 
Marianthe Loucataris
Informal Assessment of Student Outcomes 
Marianthe Loucataris 
What will you assess? 
Can students identify a variety of 3D shapes. Can 
they explain the difference between prisms and 
pyramids? Can they identify the nets of common 3D 
shapes? Do they know and can they use the 
language to describe the attributes of 3D shapes-faces, 
vertices, edges, apex, base, parallel? 
Can they use angles to create a polygon? 
How will you assess? What evidence will you 
collect? 
Observation as students play the game. 
Collection, marking and feedback given of 
worksheets. 
Drawing of polygon using a protractor and angles. 
Lesson Reflections 
Students Self
a. To what extent did students meet the specific lesson 
learning goals? 
b. How will I use this information to plan future lessons? 
a. Did the lesson go as I expected? 
b. What did I do well? 
c. What did not go well? 
d. What would I change? 
Marianthe Loucataris

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Geometry 3D Shapes

  • 1. LESSON PLAN 3D shapes: 3 Marianthe Loucataris Year Level/s: 06/07/2013 Curriculum Area: (e.g. Mathematics) Mathematics sub strand shape Date: 02/09/2013 Time Period: 11.40- 12.55 Specific Lesson Learning Goals (What will the students learn during this particular lesson?) This lesson will focus on Reasoning as a Proficiency in the Mathematics Curriculum. “ applying known geometric facts to draw conclusions about shapes” Can students identify a variety of 3D shapes. Can they explain the difference between prisms and pyramids? Can they identify the nets of common 3D shapes? Do they know and can they use the language to describe the attributes of 3D shapes- faces, vertices, edges, apex, base, parallel? Curriculum Links Year 6 Construct simple prisms and pyramids .constructing prisms and pyramids from nets, and skeletal models Students’ Prior Knowledge: Students have made 3D shapes with straws and pipe cleaners. They have made 3D shapes with paper nets. They are familiar with 3D shape attributes : Faces, edges, vertices. Preparation: (classroom layout, resources, groupings) 6 sets of 3D shapes and corresponding nets and list of attributes. Images within this file. photocopies of cards for students to identify as a worksheet
  • 2. Time: 5 mins 5-10mins Lesson Progression Introduction In this lesson we are going to practice recognising 3D shapes, their nets and a list of their attributes. I have made up 6 sets of cards so that you can play the game we played last week in groups. Before we do that we will watch some videos and take a look at a problem solving exercise using geometry. How do you think the geometry we have been studying is used in the world. What areas of life does it influence? Let’s have a look at some architecture. http://inhabitat.com/50-year-old-buckminster-fuller-project-in-ohio-gets-a-7-million-upgrade/ asm-international-buckminster-fuller-scott-pease-2/?extend=1 I have a couple of videos for you to watch, the first one features the 2 dimensional shapes which form some of the bases of the prisms and pyramids you have been making. Nonagon - They Might Be Giants | TMBG - YouTube ▶ 1:22▶ 1:22 www.youtube.com/watch?v=z5m8BWk5LoQ Video 2 : Geometry as Art. http://vimeo.com/9502411 “Last week when we made nets. You all made some great shapes.” Show some of them, ask students to identify them and list their attributes. Can you show us how you counted the attributes, or in other words faces, edges and vertices?” “One of you decided to challenge yourself and try doing a nonagonal prism. Which is great because when we are thinking mathematically or scientifically- It’s about asking questions we don’t know. That is how we discover things.” So I thought we would take a quick look at how to construct a Nonagon. Questions How could we make a nonagon? How many sides does a nonagon have? How could we draw one? Do we want to draw a regular nonagon? Can anyone define a regular polygon? What if we used a circle to start with. What do we know about circles? How many degrees do they have? Nonagonal prism. 27 edges: 9 on each end face and 9 other edges between the side faces. 11 faces: two end faces and 9 side faces 18 vertices: 9 on each end face. Show picture below once the answers have emerged from students Marianthe Loucataris
  • 3. Informal Assessment of Student Outcomes Marianthe Loucataris What will you assess? Can students identify a variety of 3D shapes. Can they explain the difference between prisms and pyramids? Can they identify the nets of common 3D shapes? Do they know and can they use the language to describe the attributes of 3D shapes-faces, vertices, edges, apex, base, parallel? Can they use angles to create a polygon? How will you assess? What evidence will you collect? Observation as students play the game. Collection, marking and feedback given of worksheets. Drawing of polygon using a protractor and angles. Lesson Reflections Students Self
  • 4. a. To what extent did students meet the specific lesson learning goals? b. How will I use this information to plan future lessons? a. Did the lesson go as I expected? b. What did I do well? c. What did not go well? d. What would I change? Marianthe Loucataris