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If a regular octagon ABCDEFGH has sides that are 2 units long, what is the area of triangle ADG?
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|dw:1408568184576:dw|
I know that <GHA is 135 degrees, which makes <AGH and <GAH both 22.5 degrees
Here's a slightly different approach. Maybe a bit quicker? |dw:1408568401454:dw| Essentially, drawing all the possible diagonals from a vertex cuts up the interior angle into equal smaller angles, so if the interior angle is 135°, then you know right away that <GAH=22.5°, and <GAD=67.5°.
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