iran-konkur 2017 Q125

iran-konkur · Other · konkur-riazi_1396_specialized Areas by integration
125. The area of a regular octagon inscribed in a circle of radius $2$ is:
(1) $8\sqrt{2}$ (2) $8(\sqrt{2}-1)$ (3) $4(1+\sqrt{2})$ (4) $4(2+\sqrt{2})$
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\textbf{125.} The area of a regular octagon inscribed in a circle of radius $2$ is:

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(1) $8\sqrt{2}$ \hfill (2) $8(\sqrt{2}-1)$ \hfill (3) $4(1+\sqrt{2})$ \hfill (4) $4(2+\sqrt{2})$



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