Page 113 - TB_6B
P. 113
Challenge Sum of the Interior Angles of a Polygon
Find the relationship between the number of triangles in a polygon and
the sum of its interior angles.
Draw lines from one vertex to divide the polygons into triangles as shown
below.
Count the number of triangles in each polygon and complete the table.
Polygon Quadrilateral Pentagon Hexagon
Number of Line(s) Drawn
Number of Triangles
How many triangles are there in a polygon with n number of sides?
Discuss the relationship between the number of triangles in a polygon and
the sum of its interior angles.
102
Find the relationship between the number of triangles in a polygon and
the sum of its interior angles.
Draw lines from one vertex to divide the polygons into triangles as shown
below.
Count the number of triangles in each polygon and complete the table.
Polygon Quadrilateral Pentagon Hexagon
Number of Line(s) Drawn
Number of Triangles
How many triangles are there in a polygon with n number of sides?
Discuss the relationship between the number of triangles in a polygon and
the sum of its interior angles.
102