Volume Of A Square Pyramid
Consider six identical square pyramids, with heights equal to half their base side length, arranged in a cube:
If the pyramids have base area B and height h, their volumes will each be Bh / 3. Scaling the height of the pyramid by any factor will scale the volume by the same factor. Therefore, the volume of any square pyramid is Bh / 3 where B is the base area and h is the height.
If the pyramids have base area B and height h, their volumes will each be Bh / 3. Scaling the height of the pyramid by any factor will scale the volume by the same factor. Therefore, the volume of any square pyramid is Bh / 3 where B is the base area and h is the height.
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