Complete the following table for regular polygons.
Number of sides |
|
|
|
||||
Measure of each exterior
|
|
|
|||||
Measure of each interior
|
|
|
|||||
Number of diagonals |
To Complete:
The given table.
Given:
The following table for regular polygons’
Number of sides | |||||||
Measure of each exterior |
|||||||
Measure of each interior |
|||||||
Number of diagonals |
Concept:
Calculation:
The complete table for regular polygon is shown as follows,
Number of sides | |||||||
Measure of each exterior |
|||||||
Measure of each interior |
|||||||
Number of diagonals |
Consider the regular polygon of 8 sides. That is,
Substitute 8 for
So, the number of diagonals in regular polygon of 8 sides is 20.
Substitute 8 for
So, the measure of each exterior angle of a regular polygon of 8 sides is 45.
Now, consider the polygon having measure of each exterior angle
Substitute 24 for
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