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The length of the diagonal ( d ) of a cube can be calculated using the formula ( d = a\sqrt{3} ), where ( a ) is the length of an edge. For a cube with edges measuring 10 inches, the diagonal is ( d = 10\sqrt{3} ) inches. This is approximately 17.32 inches when calculated.

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What is 10 inches on each edge of a cube?

A cube with edges measuring 10 inches has a volume of 1,000 cubic inches, calculated by raising the edge length to the third power (10 inches × 10 inches × 10 inches). Each face of the cube is a square with an area of 100 square inches (10 inches × 10 inches). The cube's total surface area is 600 square inches, obtained by summing the areas of its six faces (6 × 100 square inches). Additionally, the cube's diagonal measures approximately 17.32 inches, derived from the formula for the space diagonal of a cube.


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