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DO NOW

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DO NOW Page 442 Numbers 6-8 Numbers 11 and 12 Chapter 10 Lesson 7 Polygons and Tessellations Objective: Classify polygons and determine which polygons can form a ... – PowerPoint PPT presentation

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Title: DO NOW


1
DO NOW
  • Page 442
  • Numbers 6-8
  • Numbers 11 and 12

2
Chapter 10Lesson 7
  • Polygons and Tessellations
  • Objective
  • Classify polygons and determine which polygons
    can form a tessellation

3
Polygon
  • A simple, closed figure formed by three or more
    straight lines.

4
Circle the polygons
5
Pentagon
5 sides
6
Hexagon
6 sides
7
Heptagon7 sides
8
Octagon8 sides
9
Nonagon 9 sides
10
Decagon10 sides
11
Regular Polygon
  • A polygon that has all sides congruent and all
    angles congruent.

12
Name the regular polygons
13
Name the regular polygon
14
Name the regular polygon
15
Name the regular polygon
16
Name the regular polygon
17
Determine whether the figure is a polygon. If it
is, classify the polygon and state whether it is
regular. If it is not a polygon, explain why.
Answer The figure is not a polygon since it has
a curved side.
Example 7-1a
18
Determine whether the figure is a polygon. If it
is, classify the polygon and state whether it is
regular. If it is not a polygon, explain why.
Answer polygon, not regular
Example 7-1b
19
Determine whether the figure is a polygon. If it
is, classify the polygon and state whether it is
regular. If it is not a polygon, explain why.
Answer This figure has 6 sides which are not
all of equal length. It is a hexagon that is
not regular.
Example 7-2a
20
Determine whether the figure is a polygon. If it
is, classify the polygon and state whether it is
regular. If it is not a polygon, explain why.
Answer not a polygon, sides overlap
Example 7-2b
21
QUILTING Emily is making a quilt using fabric
pieces shaped as equilateral triangles. Can
Emily tessellate the quilt with these fabric
pieces?
Answer Yes, they can be arranged in a way that
the angles where the vertices meet make 360?.
Example 7-4b
22
Various other sided figures
  • Sides Name
  • 11 Undecagon,
  • 13 Tridecagon,
  • 14 Tetradecagon,
  • 15 Pentadecagon,
  • 16 Hexadecagon,
  • 17 Heptadecagon,
  • 18 Octadecagon,
  • 19 Enneadecagon,
  • 20 Icosagon
  • 30 Triacontagon
  • 40 Tetracontagon
  • 50 Pentacontagon
  • 60 Hexacontagon
  • 70 Heptacontagon
  • 80 Octacontagon
  • 90 Enneacontagon
  • 100 Hectogon,
  • 1,000 Chiliagon

23
http//www.mathcats.com/explore/polygons.html
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