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How do I find the volume of a second cube if all I have is the volume and width of one and only the width of the other? The width of one is 1ft, and 6 is the volume. The second has a width of 3. It has the same Length and depth but I don't know it.
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hmm in short you know the sides, the corresponding sides so the volume of each, will correspond to the "cube" of the corresponding sides or \(\bf \cfrac{3^3}{1^3}=\cfrac{x}{6}\)
so is a matter of using similar shapes you'd use the corresponding sides ratio 3/1 and equate the "cube" of them, to the given volumes
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