A regular heptagon has sides measuring 26mm and is divided into 7 congruent triangles. Each triangle has a height of 27mm. What is the area of the heptagon?

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asked Oct 27, 2018 158k views

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Pavel Polivka · Answer 1 · 2018-11-01T12:55:19+0000

The area of any regular polygon when a side length is know is just:

A(s,n)=ns^2/(4tan(180/n)) in this case:

A(26, 7)=(7*26^2)/(4tan(180/7))

A(26, 7)=2456.5 mm^2 to nearest tenth of a mm^2

A regular heptagon has sides measuring 26mm and is divided into 7 congruent triangles. Each triangle has a height of 27mm. What is the area of the heptagon?

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