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Polygons Closed figure made up of line segments

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Presentation on theme: "Polygons Closed figure made up of line segments"— Presentation transcript:

1 Polygons Closed figure made up of line segments
Concave Polygon-can have reflex angles :One or more angles greater than 180o Convex Polygon-all angles greater than 0o and less than 180o

2 congruent Same size and same shape

3 similar Same shape, not necessarily the same size

4 Regular Polygons Polygon with all sides congruent and all angles congruent Special Regular Polygons Equilateral triangle Square

5 Triangle Polygon with three sides A B C Symbol: ABC

6 Quadrilateral Polygon with four sides quadrilateral trapezoid
parallelogram kite rectangle rhombus square

7 Parallelogram Quadrilateral with opposite sides parallel and congruent

8 Rectangle Parallelogram with four right angles

9 Rhombus Parallelogram with four congruent sides

10 Square Parallelogram with four right angles and four congruent sides

11 Trapezoid Quadrilateral with one pair of parallel sides

12 Pentagon Polygon with five sides Regular Pentagon

13 Hexagon Polygon with six sides Regular Hexagon

14 Heptagon Polygon with seven sides Regular Heptagon

15 Octagon Polygon with eight sides Regular Octagon

16 Decagon Polygon with ten sides convex concave

17 Dodecagon Polygon with twelve sides convex concave

18 Total Degrees in Polygons
Figure Sides 3 # of triangles 1 x 180 = Total degrees 1800 4 2 x 180 = 3600 5 3 x 180 = 5400 180 180 180 180 180 180

19 Complete the Table Do you see a pattern?
Figure Sides # of triangles Total degrees 6 7 8 12 n

20 Regular Polygons All sides congruent All angles congruent

21 Angle Measure Regular Polygons
What is degree measure of each angle of a regular polygon? E 5400 Total degrees = ?? A D Degrees = ??? C B A 1080 E D B C

22 Angle Measure Regular Polygons
Equilateral triangle = Measure each angle = 600 Square = Measure each angle = 900

23 Angle Measure Regular Polygons
Regular Hexagon = ?? Measure each angle = ?? Regular Octagon = ?? Measure each angle = ??

24 Polygons The End


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