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Polygons 3-D Shapes Angles Turns or Symmetry Geometry in the real world 10 20 30 40 50.

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Presentation on theme: "Polygons 3-D Shapes Angles Turns or Symmetry Geometry in the real world 10 20 30 40 50."— Presentation transcript:

1 Polygons 3-D Shapes Angles Turns or Symmetry Geometry in the real world 10 20 30 40 50

2 Show the number with your fingers… 1.Visualize an octagonal prism. 2.How many faces does this prism have? 10

3 Name it! They share this base A.B.B. Pentagonal pyramid Pentagonal prism

4 Examine this triangular pyramid. How many faces? How many edges? How many vertices? 5 faces 9 edges 6 vertices

5 What are these quadrilaterals called? Kites

6 Who am I? Hexagonal pyramid

7 What type of polygons are displayed below? Not Regular Polygons

8 The polygon on the right is a convex polygon. What kind of polygon is displayed on the left? A concave polygon

9 How many vertices do I have? 8

10 Which quadrilateral has all right angles? rectangles

11 Which shape would you describe as having corners that are: a)All right angles? b)Less than a right angle? c)More than a right angle

12 Match the congruent polygons! F D C G A B E

13 How could you describe the angle formed by the laptop computer? More than a right angle!

14 Are these polygons congruent?

15 50 Free Points!!

16 What polygon am I? trapezoid

17 This is a top view of an object. What is the object? Coffee cup

18 What shape do you see? 8 sides = octagon

19 What Shapes do you see? Hexagons in the bee hive!

20 What shape do you see? pyramids

21 A If A is the original rectangle, would we describe the turn as clockwise or counter clockwise? clockwise

22 How could we describe the turn made by the arms on the clock. a) a quarter clockwise turn b) a half clockwise turn c) a quarter counter clockwise turn a quarter clockwise turn

23 Appoint two people on your team to stand up and model 4 clockwise turns. What type of turn did your team mates make after the fourth turn?

24 How many reflective lines of symmetry does this scalene triangle have? No lines of reflective symmetry

25 Look around your classroom and find an example of a right angle!


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