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The roof of a gazebo is a regular octagonal pyramid. If the base of the pyramid has sides of 0.5 meters, and the slant height of the roof is 1.9 meters, find the area of the roof.
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I think the task is to find the lateral area of a regular octagonal pyramid with base edge .5 and slant height 1.9. So, it shouldn't be too bad because the slant height is given.
LA = (1/2) * 8 * .5 * 1.9 LA = 3.8 square meters
Do you understand the method used by Directrix to get the correct answer?
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