A cube and a square pyramid have the same side length (s) for the base and the same height (h). Assuming the height equals the side length, find the ratio of their volumes.
Volume of the cube = s³ Volume of the square pyramid = 1/3 x s²h = 1/3 x s³ (since h=s) Ratio of the volumes = s³ / (1/3 x s³) = 3/1 = 3:1.
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