Clare's homework consists
in drawing a regular
polygon such that the sum
of its internal angles is
1080°.
What kind of polygon did
Clare draw?
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The following expression is used to find the sum of the internal angles of a regular polygon:
∑∡ = 180° (n – 2)
Where:
n: number of sides or edges.
If you clear the incognita "n" of the expression you have the number of sides of the figure:
1080°/180° + 2 = n
n = 6 + 2 = 8
n = 8
A polygon with eight (8) sides is an "Octagon".
The image of this is attached.
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