SlideShare a Scribd company logo
9.6 Polygons


 February 23, 2011
A polygon is a closed figure by three or
more segments called sides.
A polygon is a closed figure by three or
more segments called sides.

   Each side intersects exactly two other sides at a
vertex.
A polygon is a closed figure by three or
more segments called sides.

   Each side intersects exactly two other sides at a
vertex.
A polygon is a closed figure by three or
more segments called sides.

   Each side intersects exactly two other sides at a
vertex.
What shape do you see in the black parts of
the soccer ball?
What shape do you see in the black parts of
the soccer ball?

   What shape do you see in the white parts of
the soccer ball?
What shape do you see in the black parts of
the soccer ball?

   What shape do you see in the white parts of
the soccer ball?
A regular polygon is a polygon with all
equal side lengths and angle measures.
A regular polygon is a polygon with all
equal side lengths and angle measures.

 Regular
A regular polygon is a polygon with all
equal side lengths and angle measures.

 Regular
A regular polygon is a polygon with all
equal side lengths and angle measures.

 Regular
A regular polygon is a polygon with all
equal side lengths and angle measures.

 Regular
A regular polygon is a polygon with all
equal side lengths and angle measures.

 Regular
A regular polygon is a polygon with all
equal side lengths and angle measures.

 Regular
A regular polygon is a polygon with all
equal side lengths and angle measures.

 Regular



 Not regular
A regular polygon is a polygon with all
equal side lengths and angle measures.

 Regular



 Not regular
A regular polygon is a polygon with all
equal side lengths and angle measures.

 Regular



 Not regular
A regular polygon is a polygon with all
equal side lengths and angle measures.

 Regular



 Not regular
A regular polygon is a polygon with all
equal side lengths and angle measures.

 Regular



 Not regular
A regular polygon is a polygon with all
equal side lengths and angle measures.

 Regular



 Not regular
Matching Game
Regular                Not Regular

  3                          1

                             2
  6
                        10
                             4
  8
                        5
                             7
      9
Matching Game
Regular                Not Regular

  3                          1

                             2
  6
                        10
                             4
  8
                        5
                             7
      9
A diagonal of a polygon is a segment, other
than a side, that connects two vertices of the
polygon.
A diagonal of a polygon is a segment, other
than a side, that connects two vertices of the
polygon.


   How many diagonals can be drawn from one
vertex of a regular pentagon? How many triangles
do the diagonals make?
`
   Use the shape function above to create a
 heptagon and the shape of your choice. How
many diagonals can you make from one vertex of
              each of the shapes?




        http://www.mathopenref.com/
             polygondiagonal.html
`
   Use the shape function above to create a
 heptagon and the shape of your choice. How
many diagonals can you make from one vertex of
              each of the shapes?




        http://www.mathopenref.com/
             polygondiagonal.html
`
9.6 polygons

More Related Content

Similar to 9.6 polygons

CPM Geomety Unit 9 D1&2
CPM Geomety Unit 9 D1&2CPM Geomety Unit 9 D1&2
CPM Geomety Unit 9 D1&2
scnbmitchell
 
Geometry 07 Quadrilaterals and Other Polygons.pptx
Geometry 07 Quadrilaterals and Other Polygons.pptxGeometry 07 Quadrilaterals and Other Polygons.pptx
Geometry 07 Quadrilaterals and Other Polygons.pptx
LAILABALINADO2
 
Parallel lines and transversals
Parallel lines and transversalsParallel lines and transversals
Parallel lines and transversals
Leslie Amoguis
 
SMARTnotebook - polygons
SMARTnotebook - polygonsSMARTnotebook - polygons
SMARTnotebook - polygons
alexandraethomas
 
Polygons1
Polygons1Polygons1
Polygons1
evannw
 
Polygon slide
Polygon   slidePolygon   slide
Polygon slide
Nurul Akmal
 
Math-7-Division Training for Trainers-Demonstration.pptx
Math-7-Division Training for Trainers-Demonstration.pptxMath-7-Division Training for Trainers-Demonstration.pptx
Math-7-Division Training for Trainers-Demonstration.pptx
JunreyBuquiran
 
Integrated Math 2 Section 5-7
Integrated Math 2 Section 5-7Integrated Math 2 Section 5-7
Integrated Math 2 Section 5-7
Jimbo Lamb
 
Symmetry greta
Symmetry gretaSymmetry greta
Symmetry greta
Greta Calleja
 
Symmetry: Lines, Reflection, Rotation
Symmetry: Lines, Reflection, Rotation Symmetry: Lines, Reflection, Rotation
Symmetry: Lines, Reflection, Rotation
Greta Calleja
 
Fo g 4.1 intro to parallel lines
Fo g 4.1 intro to parallel linesFo g 4.1 intro to parallel lines
Fo g 4.1 intro to parallel lines
ejfischer
 
Poligonos
PoligonosPoligonos
Poligonos
noraesmeralda
 
polygon
polygonpolygon
polygon
saisamarth2
 
Geometry 2 polygons
Geometry 2 polygonsGeometry 2 polygons
Geometry 2 polygons
Keabetswe Morweng
 

Similar to 9.6 polygons (14)

CPM Geomety Unit 9 D1&2
CPM Geomety Unit 9 D1&2CPM Geomety Unit 9 D1&2
CPM Geomety Unit 9 D1&2
 
Geometry 07 Quadrilaterals and Other Polygons.pptx
Geometry 07 Quadrilaterals and Other Polygons.pptxGeometry 07 Quadrilaterals and Other Polygons.pptx
Geometry 07 Quadrilaterals and Other Polygons.pptx
 
Parallel lines and transversals
Parallel lines and transversalsParallel lines and transversals
Parallel lines and transversals
 
SMARTnotebook - polygons
SMARTnotebook - polygonsSMARTnotebook - polygons
SMARTnotebook - polygons
 
Polygons1
Polygons1Polygons1
Polygons1
 
Polygon slide
Polygon   slidePolygon   slide
Polygon slide
 
Math-7-Division Training for Trainers-Demonstration.pptx
Math-7-Division Training for Trainers-Demonstration.pptxMath-7-Division Training for Trainers-Demonstration.pptx
Math-7-Division Training for Trainers-Demonstration.pptx
 
Integrated Math 2 Section 5-7
Integrated Math 2 Section 5-7Integrated Math 2 Section 5-7
Integrated Math 2 Section 5-7
 
Symmetry greta
Symmetry gretaSymmetry greta
Symmetry greta
 
Symmetry: Lines, Reflection, Rotation
Symmetry: Lines, Reflection, Rotation Symmetry: Lines, Reflection, Rotation
Symmetry: Lines, Reflection, Rotation
 
Fo g 4.1 intro to parallel lines
Fo g 4.1 intro to parallel linesFo g 4.1 intro to parallel lines
Fo g 4.1 intro to parallel lines
 
Poligonos
PoligonosPoligonos
Poligonos
 
polygon
polygonpolygon
polygon
 
Geometry 2 polygons
Geometry 2 polygonsGeometry 2 polygons
Geometry 2 polygons
 

More from Rachel

Power point requirements
Power point requirementsPower point requirements
Power point requirements
Rachel
 
Power point requirements
Power point requirementsPower point requirements
Power point requirements
Rachel
 
Power point requirements
Power point requirementsPower point requirements
Power point requirements
Rachel
 
Common keyboard shortcuts
Common keyboard shortcutsCommon keyboard shortcuts
Common keyboard shortcuts
Rachel
 
6.6 measure of time smith challenge practice
6.6 measure of time smith challenge practice6.6 measure of time smith challenge practice
6.6 measure of time smith challenge practice
Rachel
 
11.9 dependent and independent events
11.9 dependent and independent events11.9 dependent and independent events
11.9 dependent and independent events
Rachel
 
11.9 dependent and independent events
11.9 dependent and independent events11.9 dependent and independent events
11.9 dependent and independent events
Rachel
 
11.8 probabilities of disjoint and overlapping events
11.8 probabilities of disjoint and overlapping events11.8 probabilities of disjoint and overlapping events
11.8 probabilities of disjoint and overlapping events
Rachel
 
10.4 area and circumference of a circle
10.4 area and circumference of a circle10.4 area and circumference of a circle
10.4 area and circumference of a circle
Rachel
 
10.5 surface area of prism and cylinder
10.5 surface area of prism and cylinder10.5 surface area of prism and cylinder
10.5 surface area of prism and cylinder
Rachel
 
10.6 surface are of pyramids and cones
10.6 surface are of pyramids and cones10.6 surface are of pyramids and cones
10.6 surface are of pyramids and cones
Rachel
 
Creating formulas in excel
Creating formulas in excelCreating formulas in excel
Creating formulas in excel
Rachel
 
9.5 classifying rectangles
9.5 classifying rectangles9.5 classifying rectangles
9.5 classifying rectangles
Rachel
 
9.5 classifying rectangles
9.5 classifying rectangles9.5 classifying rectangles
9.5 classifying rectangles
Rachel
 
9.2 simplifying square roots
9.2 simplifying square roots9.2 simplifying square roots
9.2 simplifying square roots
Rachel
 
Chapter 8 review
Chapter 8 reviewChapter 8 review
Chapter 8 review
Rachel
 
8.7 interest
8.7 interest8.7 interest
8.7 interest
Rachel
 
8.7 interest
8.7 interest8.7 interest
8.7 interest
Rachel
 
6.6 measure of time smith challenge practice
6.6 measure of time smith challenge practice6.6 measure of time smith challenge practice
6.6 measure of time smith challenge practiceRachel
 
5.4 lcm
5.4 lcm5.4 lcm
5.4 lcm
Rachel
 

More from Rachel (20)

Power point requirements
Power point requirementsPower point requirements
Power point requirements
 
Power point requirements
Power point requirementsPower point requirements
Power point requirements
 
Power point requirements
Power point requirementsPower point requirements
Power point requirements
 
Common keyboard shortcuts
Common keyboard shortcutsCommon keyboard shortcuts
Common keyboard shortcuts
 
6.6 measure of time smith challenge practice
6.6 measure of time smith challenge practice6.6 measure of time smith challenge practice
6.6 measure of time smith challenge practice
 
11.9 dependent and independent events
11.9 dependent and independent events11.9 dependent and independent events
11.9 dependent and independent events
 
11.9 dependent and independent events
11.9 dependent and independent events11.9 dependent and independent events
11.9 dependent and independent events
 
11.8 probabilities of disjoint and overlapping events
11.8 probabilities of disjoint and overlapping events11.8 probabilities of disjoint and overlapping events
11.8 probabilities of disjoint and overlapping events
 
10.4 area and circumference of a circle
10.4 area and circumference of a circle10.4 area and circumference of a circle
10.4 area and circumference of a circle
 
10.5 surface area of prism and cylinder
10.5 surface area of prism and cylinder10.5 surface area of prism and cylinder
10.5 surface area of prism and cylinder
 
10.6 surface are of pyramids and cones
10.6 surface are of pyramids and cones10.6 surface are of pyramids and cones
10.6 surface are of pyramids and cones
 
Creating formulas in excel
Creating formulas in excelCreating formulas in excel
Creating formulas in excel
 
9.5 classifying rectangles
9.5 classifying rectangles9.5 classifying rectangles
9.5 classifying rectangles
 
9.5 classifying rectangles
9.5 classifying rectangles9.5 classifying rectangles
9.5 classifying rectangles
 
9.2 simplifying square roots
9.2 simplifying square roots9.2 simplifying square roots
9.2 simplifying square roots
 
Chapter 8 review
Chapter 8 reviewChapter 8 review
Chapter 8 review
 
8.7 interest
8.7 interest8.7 interest
8.7 interest
 
8.7 interest
8.7 interest8.7 interest
8.7 interest
 
6.6 measure of time smith challenge practice
6.6 measure of time smith challenge practice6.6 measure of time smith challenge practice
6.6 measure of time smith challenge practice
 
5.4 lcm
5.4 lcm5.4 lcm
5.4 lcm
 

9.6 polygons

  • 2.
  • 3. A polygon is a closed figure by three or more segments called sides.
  • 4. A polygon is a closed figure by three or more segments called sides. Each side intersects exactly two other sides at a vertex.
  • 5. A polygon is a closed figure by three or more segments called sides. Each side intersects exactly two other sides at a vertex.
  • 6. A polygon is a closed figure by three or more segments called sides. Each side intersects exactly two other sides at a vertex.
  • 7.
  • 8. What shape do you see in the black parts of the soccer ball?
  • 9. What shape do you see in the black parts of the soccer ball? What shape do you see in the white parts of the soccer ball?
  • 10. What shape do you see in the black parts of the soccer ball? What shape do you see in the white parts of the soccer ball?
  • 11.
  • 12. A regular polygon is a polygon with all equal side lengths and angle measures.
  • 13. A regular polygon is a polygon with all equal side lengths and angle measures. Regular
  • 14. A regular polygon is a polygon with all equal side lengths and angle measures. Regular
  • 15. A regular polygon is a polygon with all equal side lengths and angle measures. Regular
  • 16. A regular polygon is a polygon with all equal side lengths and angle measures. Regular
  • 17. A regular polygon is a polygon with all equal side lengths and angle measures. Regular
  • 18. A regular polygon is a polygon with all equal side lengths and angle measures. Regular
  • 19. A regular polygon is a polygon with all equal side lengths and angle measures. Regular Not regular
  • 20. A regular polygon is a polygon with all equal side lengths and angle measures. Regular Not regular
  • 21. A regular polygon is a polygon with all equal side lengths and angle measures. Regular Not regular
  • 22. A regular polygon is a polygon with all equal side lengths and angle measures. Regular Not regular
  • 23. A regular polygon is a polygon with all equal side lengths and angle measures. Regular Not regular
  • 24. A regular polygon is a polygon with all equal side lengths and angle measures. Regular Not regular
  • 25. Matching Game Regular Not Regular 3 1 2 6 10 4 8 5 7 9
  • 26. Matching Game Regular Not Regular 3 1 2 6 10 4 8 5 7 9
  • 27.
  • 28.
  • 29. A diagonal of a polygon is a segment, other than a side, that connects two vertices of the polygon.
  • 30. A diagonal of a polygon is a segment, other than a side, that connects two vertices of the polygon. How many diagonals can be drawn from one vertex of a regular pentagon? How many triangles do the diagonals make?
  • 31. ` Use the shape function above to create a heptagon and the shape of your choice. How many diagonals can you make from one vertex of each of the shapes? http://www.mathopenref.com/ polygondiagonal.html
  • 32. ` Use the shape function above to create a heptagon and the shape of your choice. How many diagonals can you make from one vertex of each of the shapes? http://www.mathopenref.com/ polygondiagonal.html
  • 33.
  • 34.
  • 35. `

Editor's Notes

  1. \n
  2. \n
  3. \n
  4. \n
  5. \n
  6. \n
  7. \n
  8. \n
  9. \n
  10. \n
  11. \n
  12. \n
  13. \n
  14. \n
  15. \n
  16. \n
  17. \n
  18. \n
  19. \n
  20. \n
  21. \n
  22. \n
  23. \n
  24. \n
  25. \n
  26. \n
  27. \n
  28. \n
  29. \n
  30. \n