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Help answer this question below.
Divide it into 8 triangles, and find the area of one of them. Times 8.
For a regular octagon, use this equation with t being the length of one of the edges.
Area = 4.828427*t^2
s = side (s*2.41421356238)^2 - (s^2) i messed around with the numbers for a minute and i think this formula might work... can any one verify that this works or have i come up with another one that does not work??? please help
(3*s)^2 - 4((s/2)*s) for an equal sided, s = side lenth
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by scharf on July 13th, 2009
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What regular figure can be used with a regular octagon to tessellate the plane?
by Kitty on July 23rd, 2008
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What is the sum of the measures of the angle of a regular octagon?
by unie93 on July 16th, 2007
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How many significant figures do you want for an equation that finds the area of an octagon?
by technios on January 14th, 2009
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In a quadilateral three consecutive sides are of lengths 2,3 and 4 . a circle of radius 1,2 is inscribed in the quadilateral.what is the area of the quadilateral?
by Anonymous on August 29th, 2009
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Comments
i subtract four intangible triangles from a dozen... same same though☺
by technios on July 18th, 2008
Oh, there are LOTS of ways of doing it. You could also add two triangles into a trapezoid, multiply L*W, and multiply by 4.
by LarryH54 on July 18th, 2008
Ummm... Okay, maybe not.
by LarryH54 on July 18th, 2008