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It's not a stupid question. It's just algebra.
You've left a dimension out, and it can't be accurately calculated without that. In the revised drawing attached, what's the distance DE, which is marked with a question mark?
To calculate the volume (assuming your dimensions are the inside dimensions), find the area of rectangle ABDG, (AB x BD) and subtract the areas of triangles CDE (CD x DE / 2) and FGH (FG x GH / 2). Multiply the result by the interior width of the sub box, and you have the interior volume in cubic inches. Divide by 1728 to get cubic feet.
If we assume DE=7, the calculations runs like this: ((18 x 14) - (7 x 7 / 2) - (9 x 11 / 2)) x 14 / 1728 = volume, so (252 - 24.5 - 49.5) x 14 / 1728 = 1.44 cubic feet.
I moved the front view so it makes the drawing easier to understand.
Last edited by rdholtz; 07-17-2008 at 09:58 AM.
Reason: Added information
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